<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-30650870</id><updated>2026-06-19T02:30:31.774+07:00</updated><category term="Juniper Networks"/><category term="Controller"/><category term="SDN"/><category term="WAN"/><category term="Alcatel-Lucent"/><category term="MPLS"/><category term="Network"/><category term="PCE"/><category term="NFV"/><category term="Segment Routing"/><title type='text'>tools dump</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>35</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-30650870.post-2785171510193343999</id><published>2018-02-01T16:23:00.001+07:00</published><updated>2018-02-01T16:34:08.820+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Controller"/><category scheme="http://www.blogger.com/atom/ns#" term="MPLS"/><category scheme="http://www.blogger.com/atom/ns#" term="PCE"/><category scheme="http://www.blogger.com/atom/ns#" term="SDN"/><category scheme="http://www.blogger.com/atom/ns#" term="WAN"/><title type='text'>Multi-Layer WAN SDN use case</title><content type='html'>&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;img id=&quot;id_f198_8dd7_bef8_1d6f&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJCI3mHBpAeylYe-vu6da7L20Lz61xPipKh0_cnrgLrbkWOQTBlczwCB_54YMk8v9WytQpiz_cyHhznAo8MuvePhgD0WswonRGUJZTAbfRdHgCw5Ho8r37YLZ1BE_nS__IdXGqWg/s5000/%255BUNSET%255D&quot; alt=&quot;&quot; title=&quot;&quot; tooltip=&quot;&quot; style=&quot;width: 353px; height: auto;&quot;&gt;&lt;br&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;Good article about Multi-Layer WAN SDN use case.&lt;/div&gt;&lt;a href=&quot;https://www-sdxcentral-com.cdn.ampproject.org/c/s/www.sdxcentral.com/articles/contributed/sdn-in-multi-layer-networks-a-voyage-of-discovery/2017/12/amp/&quot; id=&quot;id_532f_a20_6764_9232&quot; target=&quot;_self&quot;&gt;MultiLayer-WAN-SDN-use-case&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/2785171510193343999/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/2785171510193343999' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2785171510193343999'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2785171510193343999'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2018/02/multi-layer-wan-sdn-use-case.html' title='Multi-Layer WAN SDN use case'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJCI3mHBpAeylYe-vu6da7L20Lz61xPipKh0_cnrgLrbkWOQTBlczwCB_54YMk8v9WytQpiz_cyHhznAo8MuvePhgD0WswonRGUJZTAbfRdHgCw5Ho8r37YLZ1BE_nS__IdXGqWg/s72-c/%255BUNSET%255D" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-2885319534684886738</id><published>2018-01-19T15:47:00.000+07:00</published><updated>2018-01-20T11:52:22.853+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Controller"/><category scheme="http://www.blogger.com/atom/ns#" term="MPLS"/><category scheme="http://www.blogger.com/atom/ns#" term="Network"/><category scheme="http://www.blogger.com/atom/ns#" term="PCE"/><category scheme="http://www.blogger.com/atom/ns#" term="SDN"/><category scheme="http://www.blogger.com/atom/ns#" term="Segment Routing"/><category scheme="http://www.blogger.com/atom/ns#" term="WAN"/><title type='text'>SDN Based Traffic Engineering</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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In my previous post i mention one of WAN SDN use case is Traffic Engineering (TE). This post will reveal what improvement that SDN based TE can offer compared to classical TE.
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&lt;b&gt;Classical Traffic Engineering &lt;/b&gt;in many WAN network, RSVP based TE is commonly used to accommodate a data path that not following the calculation of routing protocol.&lt;/div&gt;
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However RSVP-TE also have shortcoming, hence not optimal solution.&lt;/div&gt;
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&lt;ul&gt;
&lt;li&gt;The CSFP alogrithm contained in oane IGP area.&lt;/li&gt;
&lt;li&gt;N-Squared, RSVP requires to established complete full mesh LSP between all PE&lt;/li&gt;
&lt;li&gt;Hold the state of RSVP session in the node, consume more CPU and memory resources&lt;/li&gt;
&lt;li&gt;Relatively complex control plane, small router could have an issue if it joining a big network.&lt;/li&gt;
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Although many workaround is provided to overcome the issues mentioned, but it just introduce more complexity inter term of network design as well as operation. Hence all this problem lead the birth of new simpler protocol, Segment Routing.
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&lt;b&gt;Segment Routing &lt;/b&gt;is tunneling protocol which based on the Source Routing paradigm, the source node know the path to tail-end node, encode the segments (which form the path) in packet header and use OSPF/ISIS extension to carried segment information.&amp;nbsp;&lt;/div&gt;
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&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;img height=&quot;188&quot; name=&quot;en-media:image/png:a61cd74ef7fee458fbff405f5435b384:none:none&quot; src=&quot;data:image/png;base64,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&quot; style=&quot;text-align: center; width: 400px; height: auto;&quot; width=&quot;400&quot; id=&quot;id_30b4_eca0_40eb_fa6e&quot;&gt;&lt;/div&gt;
&lt;div&gt;
The segment is encoded as:
&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;MPLS label or an ordered list of hops represent by a stack of MPLS labels, similar like regular MPLS data plane.&lt;/li&gt;
&lt;li&gt;IPv6 &amp;nbsp;address or an ordered list of hops represent by a number of IPv6 addresses in the IPv6 extension header.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;!--?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?--&gt;

&lt;br&gt;
&lt;div&gt;
We can think a segment as a set of information from ingress PE to dictate how is the packet is going, whether follow the shortest path to node N, follow the shortest path for prefix P, or explicitly define which link/node/ to go node N. The application of Segment Routing for Shortest path application is illustrate below&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img height=&quot;189&quot; 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&quot; 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PE2 advertises Node Segment into IGP (Prefix-SID Sub-TLV Extension to IS-IS/OSPF) then all routers in SR domain install the node segment to PE2 in the MPLS data-plane - a segment is actually an LSP, in this process no LDP or RSVP control-plane involved. Traffic that going from PE1 to PE2, PE1 pushes on node segment {800} and uses shortest IGP path to reach PE2. Active segment is the top of the stack for MPLS, P1 and P2 implement CONTINUE (swap) action in MPLS data-plane, P3 implements NEXT (pop) action. No state held in network with the exception of segment list for tunnel held at PE1.&amp;nbsp;&lt;/div&gt;
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For the Traffic Engineering application, the path can be computed either distributed in each router involved along the path - similar like classic RSVP-TE or centralised by external computation engine.
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&lt;b&gt;Path Computation Element,&amp;nbsp;&lt;/b&gt;One of WAN Controller component is The Path Computation Element (PCE) which has the concept to separates between path computation and path signaling function which will gives operators more control of their networks, adds ability to apply network operator policies, address multi-vendor integration considerations.&amp;nbsp;&lt;/div&gt;
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Before PCE can compute the path it has to understand the view network topology to built Traffic-Engineering Database (TED) in which WAN controller can ease this by establishing BGP sessions to one or more router or path computation Client (PCC). Through this sessions PCE receives link-state prefixes via BGP-LS NLRI.&lt;/div&gt;
&lt;div&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div&gt;
After the network topology can be discovered, WAN Controller can perform path computation and asked routers of the network to established, re-signal or tear-down where Path Computation Element Protocol (PCEP) facilitated this.&lt;br&gt;
&lt;br&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;!--?xml version=&quot;1.0&quot; encoding=&quot;UTF-8&quot;?--&gt;

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&quot; style=&quot;color: rgb(18, 65, 145); width: 320px; height: auto;&quot; width=&quot;320&quot; id=&quot;id_b6a2_6bba_a7f1_8f4a&quot;&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
All in all, the protocols explained are introduced to addressing the problem space happed in most of WAN network, become a building block for&lt;b&gt;&amp;nbsp;SDN Based Traffic Engineering.&amp;nbsp;&lt;/b&gt;Segment Routing, which expected to replace RSVP-TE because its comes with low overhead. And with PCEP, the calculation of path is off-loaded to WAN SDN Controller which in turn can reduce manual path provisioning also provide also the abstraction of network resources hence more complex path calculation objective and constraint can applied easily.&lt;br&gt;
&lt;br&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/2885319534684886738/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/2885319534684886738' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2885319534684886738'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2885319534684886738'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2018/01/sdn-based-traffic-engineering.html' title='SDN Based Traffic Engineering'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-4737004814763980548</id><published>2018-01-06T18:30:00.000+07:00</published><updated>2018-01-19T15:50:51.713+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Controller"/><category scheme="http://www.blogger.com/atom/ns#" term="MPLS"/><category scheme="http://www.blogger.com/atom/ns#" term="Network"/><category scheme="http://www.blogger.com/atom/ns#" term="SDN"/><category scheme="http://www.blogger.com/atom/ns#" term="WAN"/><title type='text'>WAN SDN Controller Deep Dive</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
My previous post, the overview of WAN SDN Controller is explained. So, in current post i will describe the functional element of WAN SDN Controller and it&#39;s correlation with some use-cases.&lt;br /&gt;
&lt;br /&gt;
If we refer to Verizon SDN NFV Reference Architecture&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_rHzQeGUZm1U3689iByhi-g21nUpPNZrJfUi9hL7k24uBdn_C1JA4Jy9lq2HzeyAM_nlX9bIj6woW_1xqa5brD5arzvd3AA-9vWfqN29Ya1ZJ6vaH5hJn1KSuOtZ_t_CYY_z8Ww/s1600/Picture2-1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;405&quot; data-original-width=&quot;628&quot; height=&quot;206&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_rHzQeGUZm1U3689iByhi-g21nUpPNZrJfUi9hL7k24uBdn_C1JA4Jy9lq2HzeyAM_nlX9bIj6woW_1xqa5brD5arzvd3AA-9vWfqN29Ya1ZJ6vaH5hJn1KSuOtZ_t_CYY_z8Ww/s320/Picture2-1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Service Management&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;div&gt;
The Service management function for all aspect of service installation and management. It is hiding the complexity of the network since the resources are been abstracted, hence the northbound application/orchestration function can call to Service management API to create a complex services, which WAN connectivity only one of its component. let&#39;s say an orchestrator want to create DC interconnect which spanning from one DC to another. The orchestrator can call API to DC SDN controller to spin-up the VMs and create interDC connectivity with VXLAN. In parallel orchestrator tell WAN SDN Controller to prepare WAN connectivity from IP and Optical networks between the DCs&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Resource Management and Optimization&lt;/div&gt;
&lt;div&gt;
This function enables northbound systems to create, modify or delete resources. It provides functions like
optimal path selection, tunnel load balancing, bulk optimization, traffic reroute for maintenance actions,
etc. The Resource Management function can use the statistics collected by the SDN Controller itself or it
can interface with standalone analytics solutions that may trigger optimization actions.&lt;/div&gt;
&lt;div&gt;
The use case example are:&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Path(could be MPLS LSP or Optical Cross-Connect) creation and modification&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Optimised the path based on certain algorithm, hence not following IGP mechanism normally based on cost, this could unlock stranded bandwidth form underutilized link connection which neglected by normal IGP path selection mechanism.&lt;/li&gt;
&lt;li&gt;Path optimization based on certain internal or external trigger. ie: if the link utilisation of certain link reach certain threshold the path that using this particular link is become subject to be optimised.&lt;/li&gt;
&lt;li&gt;FireBlanket, the WAN SDN controller can push a certain network policies to all IP devices in network perimeter based on external system intelligence that detected potential anomaly like DDoS attack.&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
Statistics and Topology&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
An SDN Controller provides several basic functions, such as statistics collection (per service and/or
resource) and topology discovery. This information is used as input to the Resource Management
function and can also be exposed to northbound systems via ReSTful APIs.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
Some of use case that can use this functional elements are:&lt;/div&gt;
&lt;div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Network Statistic Data Warehouse, the statistic of the network can be exported to external data warehouse to be used for certain analytics.&lt;/li&gt;
&lt;li&gt;Offline Traffic Engineering, A tools can be developed to simulate certain scenario in the network by taking the advantage of statistic and topology information from this element&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
Forwarding Rules Manager&lt;/div&gt;
&lt;div&gt;
When the network contains white boxes, a Forwarding Rules Function is required to define the exact set
of forwarding rules to be pushed to those white boxes. The Forwarding Rules Manager takes into account
topology information and the service and resource related inputs from the Service Management and
Resource Management functions.&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Adaptation&lt;/div&gt;
&lt;div&gt;
The adaption function translates abstract, device-independent data models that are used by the Service
Management and Resource Management functions to device-specific data models. These device
independent data models are service-oriented models that are rendered in YANG.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
South-bound protocol stacks&lt;/div&gt;
&lt;div&gt;
Depending on the network element and the required action, different protocols may be used. OpenFlow is
one of the protocols of choice for managing white boxes. The choice of the south bound protocol depends
on the use case and will also require additional adaptations / extensions. NETCONF (RFC 6241) is emerging is the primary candidate for provisioning network functions in general. PCE Protocol (PCEP,
RFC 5440) is the primary protocol for path setup in RSVP-TE MPLS networks. PCEP, OF, and
NETCONF are also being leveraged for Segment Routing-based MPLS networks. BGP-LS (still in the
Internet Draft stage) can be used for topology discovery. In addition, certain network functions may
require proprietary protocols.&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
Most of south-bound protocol stacks are relatively new, for example Segment Routing this protocol is created to address the limitation of IP/MPLS technology.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/4737004814763980548/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/4737004814763980548' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/4737004814763980548'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/4737004814763980548'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2018/01/wan-sdn-controller-deep-dive.html' title='WAN SDN Controller Deep Dive'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_rHzQeGUZm1U3689iByhi-g21nUpPNZrJfUi9hL7k24uBdn_C1JA4Jy9lq2HzeyAM_nlX9bIj6woW_1xqa5brD5arzvd3AA-9vWfqN29Ya1ZJ6vaH5hJn1KSuOtZ_t_CYY_z8Ww/s72-c/Picture2-1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-8156315966687274116</id><published>2018-01-03T16:26:00.004+07:00</published><updated>2018-01-05T11:39:42.806+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Controller"/><category scheme="http://www.blogger.com/atom/ns#" term="NFV"/><category scheme="http://www.blogger.com/atom/ns#" term="SDN"/><category scheme="http://www.blogger.com/atom/ns#" term="WAN"/><title type='text'>WAN SDN Controller</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Intro&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot;, arial, helvetica, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;
Right now we don&#39;t need to spend much to realize an idea. With Cloud service delivery we don&#39;t need to setup server stack just to test an application prototype instead we can use cloud service like AWS lamda.&lt;/div&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Cloud service delivery models also impacting the Communication Service Provider (CSP)&#39;s services offering outlook. Enterprise demand CSP to be more agile turning up the service. Previously the service delivery model was CSP providing fixed pipe of bandwidth to enterprise in turn, enterprise will pay fixed price for the service.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;The service model looks simple fixed bandwidth for fixed price, actually it is like that because the&amp;nbsp; difficulty that CSP face to provide value added services ie: bandwidth calendaring, bandwidth on-demand with the legacy MPLS infrastructure which normally deployed by CSP. The difficulty lies on manual labor to align multiple CSP&#39;s organizations from planning, operation and customer service not to mention the IT/OSS departement to provide proper billing for such service.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;By allowing applications to consume IT resources on-demand, cloud technologies have fundamentally changed the way datacenters (DCs) are being designed and operated. Software Defined Networking (SDN) extends the cloud model to the network by allowing applications to consume network connections as quickly and as easily as they consume virtualized compute and storage. In an SDN-based DC network, connections are not permanent entities; they are initiated by virtual machines in seconds, and are dismantled when no longer required.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;As the cloud expands to encompass multiple DCs and users across metro and wide area networks (MANs and WANs), applications will expect the carrier network connections that underpin this new, distributed cloud fabric to leverage SDN and be just as easy to set up and consume.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;As mentioned before Cloud service delivery change the way the CSP design and operate its network fundamentally. Software Defined Networking (SDN) initially introduced in Data Center (DC) environment by allowing the applications to quickly consume the resources like networks connections, virtualized compute and storage. Hence, the services can be build in seconds and collapsed in seconds. When the cloud service expanded to multiple DCs across WAN, the application will expect the carrier network connections that underpin this new, distributed cloud fabric to leverage SDN and be just as easy to set up and consume.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;What is WAN SDN Controller?&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Achieving SDN in the WAN is no trivial task.&amp;nbsp; While DCs are simple, homogeneous and can count on essentially limitless bandwidth, carrier networks are complex, multi-vendor, and are subject to many technology and bandwidth constraints. Any attempt to introduce a faster and more automated way of provisioning the WAN must work in concert with provisioning systems for existing services. The dynamic consumption nature of distributed clouds and their users will put significant pressure on operational models designed for static and predictable traffic patterns. SPs will need to augment existing traffic engineering processes with a dynamic resource management capability that can ensure network efficiency, resiliency and availability in the face of rapidly changing cloud connectivity needs.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;The industry has already begun the process of evolving SDN for carrier networks with proposals to abstract and open the proprietary packet/optical layer to external control using OpenFlow. While this is a good starting point, little value can be realized without a broader SDN framework that can provision and correlate topology, resource and constraint information across multiple layers – including packet/optical, Ethernet, IP and IP VPNs. Only a multi-layer SDN framework has the global visibility and universal control necessary to deliver on the SDN promise of increased network agility, efficiency and scale.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Verizon&#39;s SDN &amp;amp; NFV Reference Architecture, has realized the vision to provide. it is Published is Published early 2016 by Collaboration between Verizon, Alcatel-Lucent, Nokia, Ericsson, Cisco, HP, Samsung, Intel and Red Hat which capture following Key points:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Captured NFV MANO and SDN in a single architecture&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Recognized the end-to-end orchestration is more than just NFVO&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Recognized the difference between DC SDN and WAN SDN&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Showed an evolution of traditional EMSs to new management systems&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;WAN SDN Control entity - in general, a WAN SDN controller must accomplish the following objectives:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Northbound APIs for network abstraction and programmability to be used by customer facing orchestration systems and third-party applications&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Model-driven Adaptation Layer that allows network service models to help drive north bound and south bound mappings&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Multi-layer and multi-vendor control&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Automated management of end-to-end services&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Resource optimization&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Topology discovery and rectification&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Statistics collection and processing&amp;nbsp;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Provide a control interface to hybrid/classical control mechanisms&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;The following figure depicts the functional elements of WAN SDN Controller&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU43C8llOj9rQvZ-rBufFmHOVRoWdmcxbKxeYCVJl58J7GvcXJKZSf6EYhgqwkLs0cBiKyu_mSbZal7AWTP9hteSx02echNX-aAXbMV1gtt8hjVkHkl83EoXixO6gNv5yLZitoUA/s1600/Picture2-1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;405&quot; data-original-width=&quot;628&quot; height=&quot;206&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU43C8llOj9rQvZ-rBufFmHOVRoWdmcxbKxeYCVJl58J7GvcXJKZSf6EYhgqwkLs0cBiKyu_mSbZal7AWTP9hteSx02echNX-aAXbMV1gtt8hjVkHkl83EoXixO6gNv5yLZitoUA/s320/Picture2-1.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;WAN SDN Controller Use Case&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;The following are the use cases that is possible by the framework.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Optimal Path-Selection:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Flow steering&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Egress peer engineering&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Enhanced quality of experience&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Enhanced ECMP&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Automated Service Fulfillment:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Simplified OSS and operation&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Cross layer correlation&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Zero touch configuration&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Bandwidth and Link Management:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Tactical path provisioning&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Tactical bandwidth provisioning&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Run the network hotter, unlock the stranded bandwidth&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Assurance:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Analytics driven optimization&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Telemetry&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Fault and alarm correlation&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Offline traffic engineering tool&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/8156315966687274116/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/8156315966687274116' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8156315966687274116'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8156315966687274116'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2018/01/wan-sdn-controller.html' title='WAN SDN Controller'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3i56d6k3SkQDrrdMOhGWPpKlZLbzBlTbG9KeX0l4Ohmjdl026O3VKl-gceXk-_dln2gR9ZL3QBI6S5r82_AkSjxwuwcgEQjy6bkdF9KGVVwkjJeiOY57wX6UQf6EQBIa5MGXebg/s72-c/Picture1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-5506836917750868144</id><published>2015-01-25T18:44:00.002+07:00</published><updated>2015-01-25T18:44:37.916+07:00</updated><title type='text'>Appify</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
appify — create the simplest possible Mac app from a shell script&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div&gt;
https://gist.github.com/mathiasbynens/674099#!/bin/bash&lt;br /&gt;&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;if [ &quot;$1&quot; = &quot;-h&quot; -o &quot;$1&quot; = &quot;--help&quot; -o -z &quot;$1&quot; ]; then cat &amp;lt;&lt;eof span=&quot;&quot;&gt;&lt;/eof&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;appify v3.0.1 for Mac OS X - http://mths.be/appify&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;Creates the simplest possible Mac app from a shell script.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;Appify takes a shell script as its first argument:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;`basename &quot;$0&quot;` my-script.sh&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;Note that you cannot rename appified apps. If you want to give your app&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;a custom name, use the second argument:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;`basename &quot;$0&quot;` my-script.sh &quot;My App&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;Copyright (c) Thomas Aylott &lt;http: subtlegradient.com=&quot;&quot;&gt;&lt;/http:&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;Modified by Mathias Bynens &lt;http: mathiasbynens.be=&quot;&quot;&gt;&lt;/http:&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;EOF&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;exit; fi&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;APPNAME=${2:-$(basename &quot;$1&quot; &quot;.sh&quot;)}&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;DIR=&quot;$APPNAME.app/Contents/MacOS&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;if [ -a &quot;$APPNAME.app&quot; ]; then&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;echo &quot;$PWD/$APPNAME.app already exists :(&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;exit 1&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;fi&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;mkdir -p &quot;$DIR&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;cp &quot;$1&quot; &quot;$DIR/$APPNAME&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;chmod +x &quot;$DIR/$APPNAME&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;echo &quot;$PWD/$APPNAME.app&quot; &lt;/span&gt;&lt;/span&gt;&lt;/blockquote&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;pre class=&quot;line-pre&quot;&gt;&lt;div class=&quot;line&quot; id=&quot;file-appify-LC33&quot;&gt;
&lt;pre class=&quot;line-pre&quot;&gt;&lt;div class=&quot;line&quot; id=&quot;file-appify-LC33&quot;&gt;
&lt;/div&gt;
&lt;/pre&gt;
&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;&quot;&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/5506836917750868144/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/5506836917750868144' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5506836917750868144'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5506836917750868144'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2015/01/appify.html' title='Appify'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-7989511912591376542</id><published>2013-07-03T21:36:00.000+07:00</published><updated>2013-07-03T22:40:15.830+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Alcatel-Lucent"/><title type='text'>Reinventing Copper</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Today, for broadband access technology everybody talking which is the better technologies for wireless.. LTE, TD-LTE, FD-LTE, LTE-Advance, but soon it will be SHIFT to wireline, because &lt;span class=&quot;st&quot;&gt;nonetheless, the speed and bandwidth battle is &lt;i&gt;always won&lt;/i&gt; by the &lt;a href=&quot;http://www.internet101.org/internet-access/adsl-and-cable-broadband&quot; target=&quot;_blank&quot;&gt;&lt;i&gt;Cable&lt;/i&gt; Broadbad.&amp;nbsp;&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;st&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span class=&quot;st&quot;&gt;There are two different medium for wireline access fiber or copper. For greenfield deployment fiber technology such as PON is the best solution. But... big telco provider tend to use existing twisted copper investment while gradually deploy their fiber network, how much copper technology can deliver the speed?&amp;nbsp; following graphic is the answer.&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;st&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGNoB4d9-zloXZTOPl_R4Tk10JlmGuk8DHpFTQm1l44RdBmpD0O4617t0pLHg7bs8pK4tbcXAxK54lUwpnEbNE8cUZ_CVJTU5AtvCoPe73gu24hVpKxvsGlC98wF-_Ka4pU0lveg/s769/speed+of+copper.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;232&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGNoB4d9-zloXZTOPl_R4Tk10JlmGuk8DHpFTQm1l44RdBmpD0O4617t0pLHg7bs8pK4tbcXAxK54lUwpnEbNE8cUZ_CVJTU5AtvCoPe73gu24hVpKxvsGlC98wF-_Ka4pU0lveg/s400/speed+of+copper.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
With VDSL2 as the base line, bonding is like bundling two pair of cable to get more bandwidth. headphone.While &lt;a href=&quot;http://www.ospmag.com/issue/article/The-Copper-Phantom&quot; target=&quot;_blank&quot;&gt;DSL Phantom Mode&lt;/a&gt; technology is a bit of magic for the copper network. It
 creates a third (phantom or virtual) channel over 2 regular copper 
pairs. Vectoring is canceling crosstalk between two pair of copper, the idea is same like noise-canceling technology in your headphone.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.alcatel-lucent.com/sites/live/files/hln-phantom-figure.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;265&quot; src=&quot;http://www.alcatel-lucent.com/sites/live/files/hln-phantom-figure.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
And the state of the-art-technology is ITU-T pre-standard, G.Fast. The main requirement of this standard is to achieve high peak rate 500 Mb/s at 100 m.&amp;nbsp; By combining VDSL+, bonding, phantom-mode, vectoring and G.Fast its field-proven we can achieve more than &lt;a href=&quot;http://www3.alcatel-lucent.com/wps/portal/%21ut/p/kcxml/04_Sj9SPykssy0xPLMnMz0vM0Y_QjzKLd4x3tXDUL8h2VAQAURh_Yw%21%21?LMSG_CABINET=Docs_and_Resource_Ctr&amp;amp;LMSG_CONTENT_FILE=News_Releases_2013/News_Article_002870.xml&quot; target=&quot;_blank&quot;&gt;1 Gb/s at 70 m.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/7989511912591376542/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/7989511912591376542' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/7989511912591376542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/7989511912591376542'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2013/07/reinventing-copper.html' title='Reinventing Copper'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGNoB4d9-zloXZTOPl_R4Tk10JlmGuk8DHpFTQm1l44RdBmpD0O4617t0pLHg7bs8pK4tbcXAxK54lUwpnEbNE8cUZ_CVJTU5AtvCoPe73gu24hVpKxvsGlC98wF-_Ka4pU0lveg/s72-c/speed+of+copper.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Jakarta, Republic of Indonesia</georss:featurename><georss:point>-6.211544 106.84517200000005</georss:point><georss:box>-6.464102 106.52244850000005 -5.958986 107.16789550000004</georss:box></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-6077069115725632112</id><published>2012-08-03T13:49:00.001+07:00</published><updated>2018-01-15T18:13:59.281+07:00</updated><title type='text'>High Availability Network-Level Redudancy</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
• IEEE 802.3ah Ethernet In The First Mile&lt;br /&gt;
• BFD&lt;br /&gt;
• MC-LAG, MC-APS, ML-PPP&lt;br /&gt;
• MC-RING&lt;br /&gt;
• G.8032 Ethernet Ring Protection&lt;br /&gt;
• ECMP&lt;br /&gt;
• MPLS FRR&lt;br /&gt;
• (hot) standby secondary LSP’s&lt;br /&gt;
• VRRP&lt;br /&gt;
• SRRP&lt;br /&gt;
• tweak IGP timers&lt;br /&gt;
• ‘overload on boot’ flag&lt;br /&gt;
• tweaks in BGP (next-hop and peer tracking, multiple RD for same&amp;nbsp; address…)&lt;br /&gt;
• PW status bits&lt;br /&gt;
• ICB (inter-chassis backup)&lt;br /&gt;
• MAC-flush in VPLS&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/6077069115725632112/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/6077069115725632112' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6077069115725632112'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6077069115725632112'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2012/08/ieee-802.html' title='High Availability Network-Level Redudancy'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-8002891347915417468</id><published>2012-05-23T10:35:00.004+07:00</published><updated>2018-01-19T23:29:42.148+07:00</updated><title type='text'>IP CORE ROUTER</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;img border=&quot;0&quot; height=&quot;102&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghdqOaFDwgsO7sULkiZLcX3kmhE4FWQ_A6JOQqLDb5uLz4PlHGq9byu_CrrygYZ9WtNz1Ue1NxnlbYaRw_f1PaLUAAKA211r3d791AoGCLYNmIRTtI3nyf6IPUmT37glzoOgGxzg/s320/Alcatel-Lucent++At+the+Speed+of+Ideas+-+Mozilla+Firefox_2012-05-23_10-28-54.jpg&quot; width=&quot;320&quot; id=&quot;id_23ac_a0cc_3351_aba7&quot; style=&quot;width: 320px; height: auto;&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.alcatel-lucent.com/ip-core-router/&quot; target=&quot;_blank&quot;&gt;IP CORE ROUTER&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/8002891347915417468/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/8002891347915417468' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8002891347915417468'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8002891347915417468'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2012/05/ip-core-router.html' title='IP CORE ROUTER'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghdqOaFDwgsO7sULkiZLcX3kmhE4FWQ_A6JOQqLDb5uLz4PlHGq9byu_CrrygYZ9WtNz1Ue1NxnlbYaRw_f1PaLUAAKA211r3d791AoGCLYNmIRTtI3nyf6IPUmT37glzoOgGxzg/s72-c/Alcatel-Lucent++At+the+Speed+of+Ideas+-+Mozilla+Firefox_2012-05-23_10-28-54.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-1870484099283942584</id><published>2011-10-04T14:41:00.003+07:00</published><updated>2011-10-04T14:50:00.652+07:00</updated><title type='text'>MPLS-TP Introduction and Overview</title><content type='html'>&lt;p style=&quot;MARGIN: 0in 0in 10pt&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;LINE-HEIGHT: 115%; FONT-FAMILY: &#39;Arial&#39;,&#39;sans-serif&#39;; FONT-SIZE: 10pt; mso-bidi-font-size: 11.0pt&quot;&gt;For  some time now, transport network operators have been striving to  migrate gracefully from circuit-switched modes of operations to include  more packet-switching technology, for the potential bandwidth  utilization and network performance gains that can be achieved. As  IP/MPLS and Ethernet technologies have become the de-facto packet-based  technologies of choice, transport network operators have sought to  evolve their networks with either the implementation of or  interoperation with these technologies (or both). &lt;/span&gt;&lt;/p&gt; &lt;p style=&quot;MARGIN: 0in 0in 10pt&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;LINE-HEIGHT: 115%; FONT-FAMILY: &#39;Arial&#39;,&#39;sans-serif&#39;; FONT-SIZE: 10pt; mso-bidi-font-size: 11.0pt&quot;&gt;However,  the operations of packet-based and circuit-based architectures differ  greatly. IP/MPLS-based networks have developed over time a planning and  engineering tool set required to manage the more dynamic resiliency  capabilities available in packet networks. Yet transport networks tend  to be more static in their configuration, with re-engineering typically  undertaken much less frequently. This has resulted in a significantly  different skill set owned by transport network operations staff, one  more attuned to the capabilities of the transport network. The objective  of the MPLS-Transport Profile is to bridge this gap, from a  technological as well as an operational perspective. &lt;/span&gt;&lt;/p&gt; &lt;p style=&quot;margin: 0in 0in 10pt;&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;line-height: 115%; font-family: &#39;Arial&#39;,&#39;sans-serif&#39;; font-size: 10pt;&quot;&gt;MPLS-TP  provides a harmonizing paradigm spanning IP/MPLS-based and optical  transport networks. While based on the IP/MPLS forwarding paradigm,  MPLS-TP extends IP/MPLS capabilities by adding transport-based OAM  enhancements more like those of SONET/SDH and OTN. MPLS-TP pursues the  goal of providing resiliency and OAM capabilities similar to SONET/SDH  and OTN networks, while maintaining the benefits associated with  packet-based networking.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 10pt;&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;LINE-HEIGHT: 115%; FONT-FAMILY: &#39;Arial&#39;,&#39;sans-serif&#39;; FONT-SIZE: 10pt; mso-bidi-font-size: 11.0pt&quot;&gt;MPLS-TP is therefore a &lt;i style=&quot;mso-bidi-font-style: normal&quot;&gt;profile&lt;/i&gt; – or a specific subset – of an MPLS functionality set that is being &lt;i style=&quot;mso-bidi-font-style: normal&quot;&gt;extended&lt;/i&gt;  to meet the key design parameters identified. The diagram shown below  illustrates the relationship between the Transport Profile and the  existing and expanded MPLS toolset.  &lt;/span&gt;&lt;span style=&quot;line-height: 115%; font-family: &#39;Arial&#39;,&#39;sans-serif&#39;; font-size: 10pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;margin: 0in 0in 10pt; text-align: center;&quot; class=&quot;MsoNormal&quot;&gt;&lt;img style=&quot;width: 458px; height: 224px;&quot; src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;&lt;br /&gt;&lt;p style=&quot;MARGIN: 0in 0in 10pt&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;LINE-HEIGHT: 115%; FONT-FAMILY: &#39;Arial&#39;,&#39;sans-serif&#39;; FONT-SIZE: 10pt; mso-bidi-font-size: 11.0pt&quot;&gt;Prior  to the definition of the MPLS-TP requirements in RFC5654, there existed  a set of MPLS functions that have been widely deployed in IP networks.  Some of these meet the requirements in RFC5654 and are thus suitable for  a transport network operational environment. These include the MPLS and  PWE3 (pseudowire emulation edge-to-edge) architectures, the MPLS  forwarding paradigm, and the Generalized MPLS (GMPLS) and pseudowire  control planes. Hence these form a part of the transport profile.  However, some functions do not meet these requirements, and are thus  excluded. These include Equal Cost Multi-Path (ECMP), the mandatory use  of IP forwarding in the data path, and LDP signaling that specifically  creates multipoint-to-point paths (which thus causes LSPs to arbitrarily  merge and lose the association of a label to an individual source). &lt;/span&gt;&lt;/p&gt; &lt;p style=&quot;MARGIN: 0in 0in 10pt&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;LINE-HEIGHT: 115%; FONT-FAMILY: &#39;Arial&#39;,&#39;sans-serif&#39;; FONT-SIZE: 10pt; mso-bidi-font-size: 11.0pt&quot;&gt;In  addition to these existing functions, some of the requirements outlined  above will be met by adding a limited range of new functions to MPLS.  These new functions also fall within the transport profile and form an  inherent part of an extended set of MPLS functions – specifically the  OAM, protection, and provisioning capabilities listed. &lt;/span&gt;&lt;/p&gt; &lt;p style=&quot;MARGIN: 0in 0in 10pt&quot; class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;LINE-HEIGHT: 115%; FONT-FAMILY: &#39;Arial&#39;,&#39;sans-serif&#39;; FONT-SIZE: 10pt; mso-bidi-font-size: 11.0pt&quot;&gt;MPLS-TP  is being standardized by the Internet Engineering Task Force (IETF) and  International Telecommunication Union (ITU-T). Many MPLS-TP standards  already have been ratified, while the bulk of the work remaining  revolves around the OAM toolset. Upon full ratification of all related  standards, MPLS-TP will enable connection-oriented, packet-optical  transport, based on widely deployed MPLS protocols with the performance  and operations characteristic of today’s transport networks, while also  ensuring compatibility with today’s IP/MPLS-based networks.&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/1870484099283942584/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/1870484099283942584' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/1870484099283942584'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/1870484099283942584'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2011/10/mpls-tp-introduction-and-overview.html' title='MPLS-TP Introduction and Overview'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-6895706637922643391</id><published>2011-02-01T15:10:00.000+07:00</published><updated>2018-01-15T18:08:36.522+07:00</updated><title type='text'>Resiliency Defined</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
The ability to recover from a failure. The term may be applied to hardware, software or the network. Service guarantees in the form of Service Level Agreements (SLA) require a resilient network that instantaneously detects facility or node failures and restores network operation immediately to meet the terms of the SLA.&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/6895706637922643391/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/6895706637922643391' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6895706637922643391'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6895706637922643391'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2011/02/resiliency-defined.html' title='Resiliency Defined'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-2101832351052095663</id><published>2010-10-07T15:50:00.001+07:00</published><updated>2010-10-07T16:15:34.954+07:00</updated><title type='text'>IPV6 Routing – some technical background</title><content type='html'>Topics&lt;br /&gt;- IPv6 Fragmentation&lt;br /&gt;- Configurable MTU&lt;br /&gt;- Path MTU Discovery&lt;br /&gt;- ICMP v6&lt;br /&gt;&lt;br /&gt;QoS:&lt;br /&gt;- Classification on TC and dot1p&lt;br /&gt;- Remarking of dot1p&lt;br /&gt;- Remarking of TC based on FC&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;RFCs:&lt;br /&gt;- RFC 2460 Internet Protocol, Version 6 (IPv6) Specification&lt;br /&gt;- RFC 2461 Neighbor Discovery for IPv6&lt;br /&gt;- RFC 2462 IPv6 Stateless Address Auto configuration&lt;br /&gt;- RFC 2463 Internet Control Message Protocol (ICMPv6) for the IP v6 specification&lt;br /&gt;- RFC 2464 Transmission of IPv6 Packets over Ethernet Networks&lt;br /&gt;- RFC 3315 Dynamic Host Configuration Protocol for IPv6 (Relay Agent)&lt;br /&gt;- RFC 3587 IPv6 Global Unicast Address Format&lt;br /&gt;- RFC 4007 IPv6 Scoped Address Architecture&lt;br /&gt;- RFC 4193 Unique Local IPv6 Unicast Addresses&lt;br /&gt;- RFC 4291 IPv6 Addressing Architecture&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/2101832351052095663/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/2101832351052095663' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2101832351052095663'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2101832351052095663'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2010/10/ipv6-routing-some-technical-background.html' title='IPV6 Routing – some technical background'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-5830274345098701637</id><published>2010-03-08T15:15:00.002+07:00</published><updated>2010-03-08T15:19:30.608+07:00</updated><title type='text'>L2VPN/VPLS-Martini and Kompella</title><content type='html'>&lt;div&gt;Both Martini-draft and Kompella-draft addressed setting up of a Pseudowire emulation over MPLS in order to offer L2VPN services. These drafts were initial efforts to standardise L2VPN services.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Martini draft was named after a former Cisco employee Luca Martini. Martini draft uses LDP as signalling to setup L2VPN over MPLS backbone. The tradeoff of this draft was auto-discovery.&lt;/div&gt;&lt;div&gt;Kompella draft on the other hand uses BGP for both signalling and auto-discovery to establish fully-meshed pseudo wires (multipoint). Kompella-draft is named after author Keerti Kompella (Juniper Employee).&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;draft-martini and draft-kompella terms are used as labels for the two different L2VPN services methodologies (LDP Vs BGP for signaling). The actual drafts do not exist in IETF.&lt;/div&gt;&lt;div&gt;In dealing with multipoint-fully meshed topologies in edge routers, draft-martini suffered auto-discovery, to overcome aut0-discovery, it suffered configuration overhead. draft-Kompella claimed to be better scalable because of suto-discovery but with complex signalling whereas draft-martini leverages simplicity.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Martini draft was standardized under RFC 4096 . however it has since been superseded by the Pseudowire Emulation Edge to Edge (PWE3) Working Group specifications described in RFC 4447 and related documents. On the other hand draft-kompella is obsolete and was not standardized.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;RFC 4664 - Framework for Layer 2 Virtual Private Networks (L2VPN), it describes the framework for L2VPNs (VPWS, VPLS and IPLS). This framework is intended to aid in standardizing protocols and mechanisms to support interoperable L2VPNs. Requirements for L2VPNs can be found in RFC 4665 – Service Requirements for Layer 2 Provider-Provisioned Virtual Private Networks.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;All this was consolidated, and the L2VPN Working Group produced two separate documents, RFC 4761 and RFC 4762, both offered VPLS but using different signaling protocols:&lt;/div&gt;&lt;div&gt;Kireeti Kompella and Yakov Rekhter published “Virtual Private LAN Service (VPLS) Using BGP for Auto-discovery and Signaling” RFC 4761 in January 2007.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Marc Lasserre and Vach Kompella published “Virtual Private LAN Service (VPLS) Using Label Distribution Protocol (LDP) Signaling” RFC 4762 in January 2007.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;L2VPN services for many vendors uses RFC 4762 -Martini ( with LDP) as a standard for example Alcatel 7450’s uses RFC 4762 as the standard&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Taken From ciscotips.wordpress.com&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/5830274345098701637/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/5830274345098701637' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5830274345098701637'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5830274345098701637'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2010/03/l2vpnvpls-martini-and-kompella.html' title='L2VPN/VPLS-Martini and Kompella'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-7166494114630365733</id><published>2010-01-19T12:07:00.008+07:00</published><updated>2018-01-15T18:11:39.012+07:00</updated><title type='text'>Why Should I Care About IP Multicast?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Many applications used in modern networks require information (voice, video, or data) to be sent to multiple end stations. When only a few end stations are targeted, sending multiple copies of the same information through the network (unicast) causes no ill effects. However, as the number of targeted end stations increases, the harmful effects of duplicate packets become dramatic. Deploying applications such as streaming video, financial market data, and IP telephony-based Music On Hold without enabling network devices for multicast support can cause severe degradation to a network’s performance.&lt;/div&gt;
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What Problems Need to Be Solved?&lt;/div&gt;
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Multicasting requires methods to efficiently deploy and scale distributed group applications across the network. This is accomplished by using protocols that reduce the network load associated with sending the same data to multiple receivers and that alleviate the high host/router processing requirements for serving individual connections.&lt;/div&gt;
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Internet Group Management&amp;nbsp;&lt;/div&gt;
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Protocol (IGMP)&lt;/div&gt;
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IGMP is a protocol that allows end stations to join what is known as a multicast group. Joining a multicast group can be thought of as like subscribing to a session or service where multicast is used. IGMP relies on Class D IP addresses to create multicast groups.When a multicast session begins, the host sends an IGMP message throughout the network to discover which end stations have joined the group. The host then sends traffic to all members of that multicast group. Routers “listen” to IGMP traffic and periodically send out queries to discover which groups are active or inactive on particular LANs. Routers communicate with each other using one or more protocols to build multicast routes for each group.&lt;/div&gt;
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Multicast Distribution Trees&lt;/div&gt;
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Multicast-capable routers create distribution trees that control the path that IP multicast traffic takes through the network to deliver traffic to all receivers. The two basic types of multicast distribution trees are source trees and shared trees. With source trees (also known as shortest-path trees), each source sends its data to each receiver using the most efficient path, as shown in the preceding figure. Source trees are optimized for latency but have higher memory requirements, because routers must keep track of all sources. With shared trees, shown in the following figure, the multicast data is sent to a common point in the network (known as the rendezvous point) before being sent to each receiver. In the figure, Router D serves as the rendezvous point, and all multicast data is routed through it. Shared trees require less memory in routers than source trees but may not always use the optimal path, which can resulting packet delivery latency&lt;/div&gt;
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Layer 2 Multicast&lt;/div&gt;
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A Layer 2 switch forwards all multicast traffic, which reduces network efficiency. Two methods, Cisco Group Management Protocol (CGMP) and IGMP snooping, were developed to mitigate this inefficient switch behavior. Cisco Group Management Protocol (CGMP) CGMP allowsCisco Catalyst switches to make Layer 2 forwarding decisions based on IGMP information. When configured on switches and routers, CGMP ensures that IP multicast traffic is delivered only to ports that are attached to interested receivers, or multicast routers. With CGMP running, any router receiving a multicast join message via a switch replies to the switch with a CGMP join message. This message allows Layer 2forwarding decisions to be made. IGMP Snooping IGMP snooping improves efficiency by enabling a Layer 2 switch to view Layer 3 information (IGMP) used to populate the unicast routing table. PIM uses this unicast routing information to perform the multicast forwarding function. Although PIM is called a multicast routing protocol, it actually uses the unicast routing table to perform the RPF check function instead of building a completely independent multicast routing table. It includes two different modes of behavior for dense and sparse traffic environments—dense mode and sparse mode:&lt;/div&gt;
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&lt;ul&gt;
&lt;li&gt;In PIM dense mode, the multicast router floods traffic messages out all ports (referred to as a “push” model). If a router has no hosts or downstream neighbors that are members of the group, a prune message is sent, telling the router not to flood message on a particular interface. Dense mode only uses source trees. Because of the flood and prune behavior, dense mode is not recommended.&lt;/li&gt;
&lt;li&gt;PIM sparse mode uses what is known as an “explicit join” model. In this model, traffic is only sent to hosts that explicitly ask to receive it. This is accomplished by sending a join message to the rendezvous point. An Anycast Rendezvous Point (RP) provides load balancing, redundancy, and fault tolerance by assigning the same IP address to multiple RPs within a PIM sparse mode network multicast domain. join/leave messages) sent between hosts and routers. When an IGMP host report is sent through a switch, the switch adds the host’s port number to the associated multicast table entry. When the switch hears the IGMP leave group message from a host, the switch removes the host’s table entry. IGMP requires a switch to examine all multicast packets and therefore should be implemented only on high-end switches. Multicast Forwarding In unicast routing, traffic is routed from the source to the destination host. The router scans its routing table for the destination address and then forwards a single copy of the unicast packet out the correct interface. In multicast forwarding, the source sends traffic to several hosts, represented by a multicast group address. The multicast router must determine which direction is the upstream direction (toward the source) and which one is the downstream direction (toward the hosts). When more than one downstream path exists, the best ones (toward the group address) are chosen. These paths may or may not be the same path that would be chosen for a unicast packet. This is called Reverse Path Forwarding (RPF). RPF is used to create loop-free distribution trees.&lt;/li&gt;
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Taken From CiscoPress&lt;/div&gt;
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&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/7166494114630365733/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/7166494114630365733' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/7166494114630365733'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/7166494114630365733'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2010/01/ip-multicasting.html' title='Why Should I Care About IP Multicast?'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-6651242955276845015</id><published>2009-12-31T12:32:00.005+07:00</published><updated>2009-12-31T12:41:08.371+07:00</updated><title type='text'>Gus Dus Biography</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig56deSiI49L0jyNE3GuA0I5IEwXjc02J-KPKV1DfMORXSByvycwk0NMDIYvww02ZdegglIpZqIOXNabr_4uKUxDreiaBmaBQPbsnRRQ1Cl2_JfQS93_Io9q8_so55dQkWZULKBA/s1600-h/gusdur.gif&quot;&gt;&lt;img style=&quot;margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 360px; height: 165px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig56deSiI49L0jyNE3GuA0I5IEwXjc02J-KPKV1DfMORXSByvycwk0NMDIYvww02ZdegglIpZqIOXNabr_4uKUxDreiaBmaBQPbsnRRQ1Cl2_JfQS93_Io9q8_so55dQkWZULKBA/s400/gusdur.gif&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5421269506624827570&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;Former President of Indonesia to 4 Abdurrahman Wahid, often called Gus Dur (born in Jombang, East Java, September 7, 1940, and died in Jakarta, December 30, 2009 at age 69 years).&lt;br /&gt;&lt;br /&gt;He is a Muslim of Indonesian kiai and political leader who became president of Indonesia from 1999 to 2001. He succeeded President BJ Habibie after elected by the People&#39;s Consultative Assembly (MPR) 1999 election results.&lt;br /&gt;&lt;br /&gt;Implementation of government assisted the National Unity Cabinet. Abdurrahman Wahid&#39;s presidency begins October 20, 1999 and ended after transmitted through the Special Session of the Assembly in 2001.&lt;br /&gt;&lt;br /&gt;Right July 23, 2001, his leadership was replaced by Megawati Sukarnoputri after the mandate was revoked by the Assembly.&lt;br /&gt;&lt;br /&gt;Abdurrahman Wahid is the former chairman of Tanfidziyah (executive body) NT NU and founder of the National Awakening Party (PKB).&lt;br /&gt;&lt;br /&gt;Gus Dur was born on the 4th and 8th month of Islamic calendar year 1940 in the village of Denanyar, Jombang, East Java, from pair Wahid Hasyim and Solichah.&lt;br /&gt;&lt;br /&gt;There is a belief that he was born on August 4, but the calendar used to mark the day of birth is the Islamic calendar, which means he was born on 4 Sha&#39;ban, equal to September 7, 1940.&lt;br /&gt;&lt;br /&gt;He was born with the name of Abdurrahman Addakhil. &quot;Addakhil&quot; means &quot;The Conqueror&quot;. The word &quot;Addakhil&quot; is not well known, and changed the name of &quot;Wahid&quot;, and then better known as Gus Dur calls.&lt;br /&gt;&lt;br /&gt;&quot;Gus&quot; is a typical boarding school honor calls to a child kiai means &quot;brother&quot; or &quot;mas&quot;.&lt;br /&gt;&lt;br /&gt;Gus Dur is the first son of six children. Wahid was born from a very respectable family in the Muslim community of East Java. Grandfather from his father is KH Hasyim Asyari, founder of Nahdlatul Ulama (NU), while the maternal grandfather, KH Bisri Syansuri is the first boarding school teacher who teaches classes on women.&lt;br /&gt;&lt;br /&gt;Father Gus Dur, the KH Wahid Hasyim, was involved in the nationalist movement and became Minister of Religious Affairs in 1949. Her mother, Mrs. Hj. Sholehah is the daughter of the founder of Pesantren Denanyar Jombang.&lt;br /&gt;&lt;br /&gt;Gus Dur has openly stated that he had blood Tionghoa. He claimed descent from Tan Kim Han who is married to Tan A Lok, siblings Raden Patah (Tan Eng Hwa), founder of the Sultanate of Demak.&lt;br /&gt;&lt;br /&gt;A Lok Tan and Tan Eng Hwa is a son of Princess Campa, daughter of a concubine China Raden Brawijaya V.&lt;br /&gt;&lt;br /&gt;Tan Kim Han himself and based on studies of a French researcher, Louis-Charles Damais, identified as Sheik Abdul al-Shini Qodir the grave was found in the area Trowulan, East Java.&lt;br /&gt;&lt;br /&gt;In 1944, Wahid moved from Jombang to Jakarta, where his father was elected as Chairman I Masyumi Party of Indonesia (Masyumi), an organization that stands with the support of the Japanese army occupied Indonesia.&lt;br /&gt;&lt;br /&gt;After the declaration of Independence of Indonesia on August 17, 1945, Wahid returned to Jombang and remained there during the war of independence against the Dutch Indonesia.&lt;br /&gt;&lt;br /&gt;At the end of 1949, Wahid moved to Jakarta, and his father was appointed as Minister of Religious Affairs. Abdurrahman Wahid studied in Jakarta, went to primary school before moving to KRIS SD Matraman Perwari. Wahid was also taught to read non-Muslim books, magazines, and newspapers by his father to expand his knowledge.&lt;br /&gt;&lt;br /&gt;Wahid continued to live in Jakarta with his family although his father was not a minister of religion in 1952. In April 1953, Wahid&#39;s father died from a car accident.&lt;br /&gt;&lt;br /&gt;Wahid continued education and in 1954, he entered the Junior Secondary School. In that year, he did not take the class. His mother then sent Gus Dur to Yogyakarta to continue his education. In 1957, after graduating from junior high, Wahid moved to Magelang to start education in pesantren Tegalrejo Muslims. He developed a reputation as a gifted student, completing the pesantren in two years (instead of four years). In 1959, Wahid moved to Tambakberas Pesantren in Jombang. There, while continuing his own education, Abdurrahman Wahid also received his first job as a teacher and later as head of the madrassa schools. Gus Dur is also employed as a journalist magazines like Horizon and Culture Magazine Jaya.&lt;br /&gt;&lt;br /&gt;Overseas Education&lt;br /&gt;&lt;br /&gt;In 1963, Wahid received a scholarship from the Ministry of Religious Affairs to study at Al Azhar University in Cairo, Egypt. He went to Egypt in November 1963.&lt;br /&gt;&lt;br /&gt;Although he was proficient in Arabic, Wahid was told by the university that he had to take remedial classes before studying Islam and Arabic. Unable to provide proof that he has the ability Arabic, Wahid was forced to take remedial classes.&lt;br /&gt;&lt;br /&gt;Abdurrahman Wahid began to enjoy living in Egypt in 1964, watching the European and American films, and also watch the football. Wahid was also involved with the Indonesian Student Association and became the association&#39;s magazine journalist.&lt;br /&gt;&lt;br /&gt;At the end of the year, he successfully passed the remedial class was Arab. When he began his studies in Islam and Arabic in 1965, Wahid was disappointed. He has studied many of the materials provided and refuse to learn the methods used by the university.&lt;br /&gt;&lt;br /&gt;In Egypt, Wahid was employed at the Embassy of Indonesia. By the time he worked, Movement event occurred 30 September 1965. Major General Suharto in Jakarta to handle the situation and the efforts made to eradicate communism.&lt;br /&gt;&lt;br /&gt;As part of these efforts, the Indonesian Embassy in Egypt was ordered to conduct investigation on university students and provide reports on their political stance. This command is given to Wahid, who was assigned to write a report&lt;br /&gt;&lt;br /&gt;But it can be said Wahid failed in Egypt. He did not agree with the method of education and work after the G 30 S / PKI which distracted him.&lt;br /&gt;&lt;br /&gt;In 1966 he was told that he had to repeat. Wahid&#39;s tertiary education be saved through scholarship at the University of Baghdad. Wahid then was later moved to Iraq and enjoying his new environment.&lt;br /&gt;&lt;br /&gt;Although he failed at first, Wahid quickly learned. He also continued his involvement in the Indonesian Students Association and also wrote the association&#39;s magazine.&lt;br /&gt;&lt;br /&gt;After completing his education at the University of Baghdad in 1970, Wahid went to Holland to continue his education. Wahid wants to study at the University of Leiden, but was disappointed that his education at the University of Baghdad is less recognized. From the Netherlands, Wahid went to Germany and France before returning to Indonesia in 1971.&lt;br /&gt;&lt;br /&gt;Early Career&lt;br /&gt;&lt;br /&gt;Wahid returned to Jakarta and expect he will go abroad again to study at McGill University in Canada. It&#39;s kept himself busy by joining the Institute for Research, Education and Economic and Social Information (LP3ES), an organization comprised of Muslim intellectuals and progressive social democrats.&lt;br /&gt;&lt;br /&gt;LP3ES then founded a magazine called Prisma, and Wahid became one of the main contributors to the magazine. In addition to working as a contributor LP3ES, Wahid was also around the pesantren and madrasah throughout Java.&lt;br /&gt;&lt;br /&gt;At that time, boarding schools struggling to get funding from the government by adopting the government curriculum. Wahid was concerned that the conditions for the traditional values of the fade due to boarding school this change.&lt;br /&gt;&lt;br /&gt;Wahid was also concerned with the poverty he saw the pesantren. At the same time when they persuaded the government boarding schools to adopt curricula, the government is also encouraging pesantren as agents of change and assist the government in the economic development of Indonesia. Wahid decided to drop plans for overseas studies in favor of developing the pesantren.&lt;br /&gt;&lt;br /&gt;Abdurrahman Wahid then continued his career as a journalist, and writes for Tempo magazine and newspaper Kompas. The article was well received, and he began to develop a reputation as a social commentator.&lt;br /&gt;&lt;br /&gt;With the popularity of that, he was invited to give lectures and seminars, forcing him to travel back and forth between Jakarta and Jombang, where Wahid lived with his family.&lt;br /&gt;&lt;br /&gt;Despite having a successful career at that time, Gus Dur was still found it hard to live only from one source of livelihood, and he worked to earn additional income by selling peanuts and delivering ice to be used in her businesses Es Lilin.&lt;br /&gt;&lt;br /&gt;In 1974 Wahid was an additional job as a teacher in Jombang in Pesantren Tambakberas, and soon developed a personal reputation. One year later, Wahid add jobs to become teachers Kitab Al Hikam.&lt;br /&gt;&lt;br /&gt;In 1977, joined the University of Wahid Hasyim Asyari as Dean of the Faculty of Islamic practice and belief. Once again, Wahid was his job and the universities that want to Wahid to teach additional subjects such as pedagogy, Islamic Shari&#39;a and missiology.&lt;br /&gt;&lt;br /&gt;But the excess lead to resentment by some universities, and Wahid was blocked for teaching these subjects. While undertaking all these, Wahid was also addressed during Ramadan at the Muslim community in Jombang&lt;br /&gt;&lt;br /&gt;NU&lt;br /&gt;Zahid&#39;s family background and then quickly become meaningless. He will be asked to play an active role in running the NU. This ran contrary to the aspirations of Gus Dur in a public intellectual, and he had twice rejected offers to join the Religious Advisory Council of NU.&lt;br /&gt;However, Wahid finally joined the board after his grandfather, Bisri Syansuri, gave him a third bid. Since taking this job, Wahid also choose to move from Jombang to Jakarta and stayed in the capital. As a member of the Religious Advisory Council, Wahid himself as a reformer to lead NU.&lt;br /&gt;At Dur ituGus also got his first political experience. In legislative elections in 1982, Wahid was campaigning for the United Development Party (PPP), an Islamic party that was formed as a result of a merger of four Islamic parties, including NU.&lt;br /&gt;Wahid said that the government interfere with the PPP campaign by arresting people like him. However, Wahid always managed to escape because they have relationships with important people, among them the General Benny Moerdani.&lt;br /&gt;&lt;br /&gt;Election 1999 and the MPR&lt;br /&gt;&lt;br /&gt;In June 1999, PKB participate in the legislative election arena. PKB won 12 percent of the vote, while the PDI-P won with 33 percent of the vote Raihan.&lt;br /&gt;With the victory party, Megawati will win the election expected in the MPR president. However, the PDI-P does not have a full majority, thus forming an alliance with PKB.&lt;br /&gt;In July, Amien Rais forming the Central Axis, a coalition of Islamic parties. Central Axis then began nominated Gus Dur as a third candidate in the presidential elections, and the commitment of PKB to the PDI-P began to change.&lt;br /&gt;On October 7, 1999, Amien and Central Axis officially declared candidate Abdurrahman Wahid as president. On October 19, 1999, the Assembly rejected Habibie&#39;s accountability speech, and Habibie had to withdraw from the presidential election.&lt;br /&gt;A few moments later Akbar Tanjung, Golkar Party Chairman and Chairman of the House declared that Golkar would support Gus Dur. On October 20, 1999, the Assembly re-assembled and began to elect a new president. Abdurrahman Wahid and Indonesia was elected as President of the 4th with 373 votes, while Megawati won only 313 votes.&lt;br /&gt;Not happy because their candidates failed to win the election, Megawati supporters raged, Gus Dur and Megawati must realize that the elected vice president.&lt;br /&gt;Once convinced, General Wiranto, to not participate in the election of vice-president and make the PKB supports Megawati, Gus Dur had managed to convince Megawati to participate.&lt;br /&gt;On October 21, 1999 participate in the election of Megawati&#39;s vice president and defeated Hamzah Haz of the PPP&lt;br /&gt;&lt;span id=&quot;result_box&quot; class=&quot;long_text&quot;&gt;&lt;span style=&quot;background-color: rgb(255, 255, 255);&quot; title=&quot;Mantan Presiden RI ke-4 Abdurrahman Wahid, akrab dipanggil Gus Dur (lahir di Jombang, Jawa Timur, 7 September 1940, dan meninggal di Jakarta, 30 Desember 2009 pada umur 69 tahun).&quot; onmouseover=&quot;this.style.backgroundColor=&#39;#ebeff9&#39;&quot; onmouseout=&quot;this.style.backgroundColor=&#39;#fff&#39;&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: rgb(255, 255, 255);&quot; title=&quot;Pada 21 Oktober 1999 Megawati ikut dalam pemilihan wakil presiden dan mengalahkan Hamzah Haz dari PPP&quot; onmouseover=&quot;this.style.backgroundColor=&#39;#ebeff9&#39;&quot; onmouseout=&quot;this.style.backgroundColor=&#39;#fff&#39;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/6651242955276845015/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/6651242955276845015' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6651242955276845015'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6651242955276845015'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/12/former-president-of-indonesia-to-4.html' title='Gus Dus Biography'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig56deSiI49L0jyNE3GuA0I5IEwXjc02J-KPKV1DfMORXSByvycwk0NMDIYvww02ZdegglIpZqIOXNabr_4uKUxDreiaBmaBQPbsnRRQ1Cl2_JfQS93_Io9q8_so55dQkWZULKBA/s72-c/gusdur.gif" height="72" width="72"/><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-6095225445105556264</id><published>2009-12-04T19:29:00.003+07:00</published><updated>2009-12-07T14:03:35.947+07:00</updated><title type='text'>Dispelling LTE Myth</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://www.3gpp.org/local/cache-vignettes/L283xH283/arton314-66170.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 283px; height: 181px;&quot; src=&quot;http://www.3gpp.org/local/cache-vignettes/L283xH283/arton314-66170.jpg&quot; alt=&quot;&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Myth 1: LTE is Data only&lt;/span&gt;&lt;p&gt;&lt;strong&gt;Reality:&lt;/strong&gt; LTE supports voice and efficient support of voice was one of the key considerations in designing LTE. The voice solution for LTE is IMS VoIP and it is fully specified.&lt;/p&gt;  &lt;p&gt;The 3GPP solution for voice over LTE is a combination of multiple efforts:&lt;/p&gt;  &lt;ul class=&quot;spip&quot;&gt;&lt;li&gt; The work in Rel 7 to optimize IMS signalling and VoIP encoding so it would be as good or better than CS voice in terms of quality and efficiency,&lt;/li&gt;&lt;li&gt; The work in Rel 8 to develop a radio and core network evolution optimized for the transfer of packet data.&lt;/li&gt;&lt;li&gt; The work in Rel-7 to add the IMS emergency call requirements and to adapt it to regulatory requirements in LTE and GPRS in Rel-9.&lt;/li&gt;&lt;li&gt; The work in Rel-8 to add the always-on IP connectivity requirements in LTE&lt;/li&gt;&lt;/ul&gt; &lt;p&gt;A key consideration to recognize is that under LTE, voice is just one of many potential media streams that can be communicated. A packet based network and VoIP allows this flexibility while still providing efficient use of radio and network resources.&lt;/p&gt;  &lt;p&gt;However, 3GPP recognizes that adoption of both LTE and IMS will not occur overnight. For this reason 3GPP provided a transition solution for voice called CS Fallback. This allows a LTE device to drop back to the legacy 3G or 2G network if IMS VoIP capabilities are not supported. This is viewed as an interim solution to ease the transition to IMS and VoIP.&lt;/p&gt;&lt;p style=&quot;font-weight: bold;&quot;&gt;Myth 2:  SMS isn’t supported over LTE&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Reality:&lt;/strong&gt; LTE and EPS will support a rich variety of messaging applications and also SMS is supported over LTE. The solution is twofold, covering both the full IMS case and a transition solution for those networks that do not support IMS.&lt;/p&gt;  &lt;p&gt;SMS over IP was fully specified 3GPP Rel 7. It depends on IMS and it is intended to provide compatibility between the existing cellular legacy and the implementations with more elaborate messaging capabilities via SMS and IMS interworking..&lt;/p&gt;  &lt;p&gt;For environments without IMS a transition solution was specified. This is called SMS over SGs (previously called the misleading name: SMS over CS). It is a hybrid approach that allows the transmission of native SMS from CS infrastructure over the LTE radio network. SMS over SGs was specified as part of Rel 8. SMS over SGs provides SMS service for mobiles in LTE and since it requires also CS domain infrastructure for the SMS transmission, it is intended to be a transition solution.&lt;/p&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Myth 3: IMS isn’t ready for prime time&lt;/span&gt;&lt;p&gt;&lt;strong&gt;Reality:&lt;/strong&gt; IMS has been around a long time. It was first developed as part of Rel 5 in 2002. It is based on IETF protocols such as SIP and SDP that are very mature. These technologies have been embraced by the industry as the signalling mechanism for multimedia applications.&lt;/p&gt;  &lt;p&gt;In Rel 7 an effort was made to optimize IMS and the supporting protocols to ensure that voice and other media were supported as efficiently as in circuit switched networks.&lt;/p&gt;  &lt;p&gt;IMS is fully specified and mature. The difficulties in rolling out IMS are not due to the protocols or the specifications. The consideration point is not only technical aspects but also shifting the whole industry paradigm from CS services to a truly IP-based environment, i.e. service migration, policies, interoperability and deployment plan included. However, these complexities must be addressed if the idea is to truly provide a richer service environment. This work is ongoing in many forums outside of 3GPP (e.g. Rich Communication Suite).&lt;/p&gt;&lt;p style=&quot;font-weight: bold;&quot;&gt;Myth 4: LTE doesn’t support emergency calls&lt;/p&gt;&lt;strong&gt;Reality:&lt;/strong&gt; VoIP support for emergency calls (including location support) is specified as part of Rel 9. This fulfils the last regulatory requirement separating VoIP from CS in 3GPP networks. A transition solution exists which is falling back to 3G/2G for completing emergency calls. This solution has existed since IMS was introduced (Rel 5).  &lt;p&gt;However, to satisfy the situation of a fallback network not existing, this enhancement was completed in Rel 9. This allows the operator the option of supporting the regulatory requirements for LTE VoIP calls both for phones that can register for normal services and for those in limited service, including the USIM-less case.&lt;/p&gt;  &lt;p&gt;Also the emergency call callback from the PSAP and its interaction with the possibly activated supplementary services is specified.&lt;/p&gt;   &lt;table class=&quot;spip&quot;&gt;&lt;thead&gt;&lt;tr class=&quot;row_first&quot;&gt;&lt;th scope=&quot;col&quot;&gt; &lt;strong&gt;Legacy Service&lt;/strong&gt;&lt;/th&gt;&lt;th scope=&quot;col&quot;&gt;Transition Solution&lt;/th&gt;&lt;th scope=&quot;col&quot;&gt;EPS Solution &lt;/th&gt;&lt;/tr&gt;&lt;/thead&gt; &lt;tbody&gt; &lt;tr class=&quot;row_even&quot;&gt; &lt;td&gt; CS Voice&lt;/td&gt; &lt;td&gt;CS Fallback (Rel 8)&lt;/td&gt; &lt;td&gt; IMS VoIP (Rel 7) &lt;/td&gt;&lt;/tr&gt; &lt;tr class=&quot;row_odd&quot;&gt; &lt;td&gt;SMS &lt;/td&gt; &lt;td&gt; SMS over SGs (used to be called SMS over CS) (Rel 8)&lt;/td&gt; &lt;td&gt;SMS over IP (Rel 7) &lt;/td&gt;&lt;/tr&gt; &lt;tr class=&quot;row_even&quot;&gt; &lt;td&gt; Supplementary Services&lt;/td&gt; &lt;td&gt;CS Fallback (Rel 8)&lt;/td&gt; &lt;td&gt;Multimedia Telephony (Rel 7) &lt;/td&gt;&lt;/tr&gt; &lt;tr class=&quot;row_odd&quot;&gt; &lt;td&gt; Emergency Calls w Location Support&lt;/td&gt; &lt;td&gt;CS Emergency Calls (Rel 5)&lt;/td&gt; &lt;td&gt;IMS Emergency Calls w Location Support (Rel 9) &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/6095225445105556264/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/6095225445105556264' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6095225445105556264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/6095225445105556264'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/12/dispelling-lte-myth.html' title='Dispelling LTE Myth'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-2256072450605710835</id><published>2009-12-02T10:21:00.004+07:00</published><updated>2018-01-05T11:45:01.383+07:00</updated><title type='text'>What is LTE</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-weight: bold;&quot;&gt;Introduction&lt;/span&gt;&lt;/div&gt;
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LTE (Long Term Evolution) is the preferred development path of GSM/W-CDMA/HSPA networks currently deployed, and an option for evolution of CDMA networks. This essential evolution will enable networks to offer the higher data throughput to mobile terminals needed in order to deliver new and advanced mobile broadband services.&lt;/div&gt;
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The primary objectives of this  network evolution are to provide these services with a quality at least equivalent to what an end-user can enjoy today using their fixed broadband access at home, and to&lt;/div&gt;
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reduce operational expenses by means of introducing flat IP architecture.&lt;/div&gt;
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&lt;span style=&quot;font-weight: bold;&quot;&gt;Why LTE&lt;/span&gt;&lt;/div&gt;
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lthough 3G/3.5G technologies such as HSPA/EV-DO deliver significantly higher bit rates than 2G technologies, they do not fully satisfy the “wireless broadband” requirements of instant-on, always-on and multi-megabit throughput. With LTE delivering even higher peak throughput and much lower latency, mobile operators (either 3GPP or 3GPP2 based) have a unique opportunity to evolve their existing infrastructure to next- generation wireless networks. These networks will deliver their subscriber’s Quality of Experience (QoE) expectations in terms of real-time services such as Voice Over IP, Multi-User Gaming Over IP, High Definition Video On Demand and Live TV. This will also continue to improve the quality of delivery for all legacy applications (e-mail, internet browsing, MMS, etc.)&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzgzn_dDu7GxucoslZp9Op3LJF5TXgSXasEiMIQH5iGnqWkrmNm-QMT5Ikp8m7xuoaokSGjHK5ze-YglulCrN4anAK-33K-NnKePPYBWzyscmstMcxTvEXp1R7bnnW8plXsWKmNQ/s1600-h/Untitled.png&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5410474948775834578&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzgzn_dDu7GxucoslZp9Op3LJF5TXgSXasEiMIQH5iGnqWkrmNm-QMT5Ikp8m7xuoaokSGjHK5ze-YglulCrN4anAK-33K-NnKePPYBWzyscmstMcxTvEXp1R7bnnW8plXsWKmNQ/s400/Untitled.png&quot; style=&quot;cursor: pointer; display: block; height: 209px; margin: 0px auto 10px; text-align: left; width: 400px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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The improved speed and low latency provided by LTE will offer a much improved end-user experience for all corporate services:&lt;/div&gt;
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•  For applications where data throughput is important - faster e- mail and file uploads, enhanced VPN connection, high-speed internet, etc. and;&lt;/div&gt;
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•  For interactive applications where latency is crucial - IMS based VoIP, mail and file synchronization with an on-line server, peer-to-peer applications such as “NetMeeting”, SIP multimedia services including video and voice conference over IP, application sharing, etc.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
In addition to typical corporate applications, we expect an increased interest from the vertical markets where information accuracy, reliability and immediacy are key: medical applications where latency and high resolution imaging are highly important; machine-to-machine communication where security and immediacy are crucial; live network based navigation; etc. The mass market will benefit from improvements delivered by LTE for all person-to-person and internet community applications: Push-to-See, improved quality for VoIP, photo and video downloading / uploading for personal blogs, online gaming, mobile social networks (such as YouTube, myspace), and “Second&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
life” type applications etc. On top of those improvements, LTE will enable the introduction of new services, such as High Definition Video (or HD TV) and multi-user interactive gaming:&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
•  HD TV requires between 10 to 20 Mbits/s bandwidth (18 Mbits/s for example with Blue Ray standard), which is higher than current HSPA capabilities.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
•  Interactive multi-user gaming is extremely sensitive to latency: the very low latency offered by LTE (less than 10ms versus 60ms with HSPA) is key for fighting games, car races, or any action games involving a large number of simultaneous users. In addition, the higher throughput offered will enable high-resolution video games. Lastly LTE will play a key role in the development of N-uple services at home (IP TV, Internet, telephone, mobile…services bundle). We are observing an increasing need for broadband access at home and the same will apply to mobile services for two main reasons. Firstly, as subscribers become used to higher speeds at home, they will require the same quality of service when they are mobile so as to benefit from a seamless experience. The second reason is the possibility of offering higher bandwidth in remote areas where ADSL throughput is no longer sufficient and fibre&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
may not be economically viable compared with LTE. In those areas the same LTE infrastructure will deliver mobile services as well as broadband access at home, bringing economies of scale.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
With the recent introduction of HSDPA and EV-DO Rev A, we have observed a significant increase in mobile data traffic, with some operators quadrupling their  Packet Switched traffic in one&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
year. At this growth rate, and with the proliferation of new applications on the network, cells in hot spots will be quickly saturated and the network will require densification in these overloaded areas. This can be delivered by using a higher capacity solution such as LTE.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
LTE and Multimedia Broadcast Multicast Service The Multimedia Broadcast Multicast Service (MBMS) enables multiple users to receive data over the same radio resource. This creates a more efficient approach for delivering content, such as video programming, to which multiple users have subscriptions. However, with HSPA, MBMS does not match the capabilities of broadcasting and/or broadband  wireless technologies (such as DVB-H or WiMAX). With an  OFDM/SC-FDMA (Orthogonal Frequency Division Multiplex /Single-Carrier Frequency Division Multiple Access) system, LTE provides the possibility of operating MBMS in a single frequency network mode where significant performance gains (up to five times existing capacity) can be achieved without additional receiver complexity. LTE will consequently dramatically enhance  MBMS, and match DVB-H and WiMAX, capabilities.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Reducing the Total Cost of Ownership Another key driver behind LTE is the reduction of the cost per&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
byte, which is expected to decrease by a factor of six compared with HSPA today. This  cost reduction is derived from network simplification, with flat IP architecture and the enhanced capacity delivered by the new radio technologies implemented by LTE.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;What Is LTE Technology?&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
In order to prepare for wireless operator’s future needs and to ensure the competitiveness of their mobile systems over the next ten years, a progression of network architecture, as well as an evolution of the radio interface is required. This is being evaluated in the 3GPP System Architecture Evolution (SAE), Long Term Evolution (LTE) and HSPA Evolution (HSPA+) Study Items. From a network deployment perspective it is likely that HSPA enhancements will be introduced first followed by the progression to a radio interface (LTE). LTE will allow operators to achieve even greater peak throughputs in higher spectrum bandwidth, and to benefit from greater capacity at a reduced cost. Initial deployments are targeted for 2009.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
LTE characteristics include:&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
•  Peak LTE throughputs (high spectral efficiency)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− DL: 100 Mb/s SISO (Single Input Single Output);&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− 173 Mb/s 2x2 MIMO (Multiple Input Multiple Output);&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− 326 Mb/s 4x4 MIMO; for 20 MHz&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− UL: 58 Mb/s 16 QAM&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− 86 Mb/s 64 QAM (based on 1 Tx UE)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
•  Increased Spectrum efficiency over Release 6 HSPA&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− DL: 3-4 times HSDPA for MIMO (2,2)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− UL: 2-3 times E-DCH for MIMO(1,2)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
•  Ultra low Latency&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
−  less than 10 msec for round-trip delay (RTD) from UE to&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
server&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− Reduced call setup times (50-100ms)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− =&amp;gt;wired user experience&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
•  Capacity per cell&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− 200 users for 5 MHz, 400 users in larger spectrum&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
allocations&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
•  Flexible spectrum use maximizes flexibility&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− 1.4, 3/3.2, 5, 10, 15, 20 MHz&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
− All frequencies of IMT-2000: 450 MHz to 2.6 GHz&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
LTE is being developed by the 3GPP (3rd generation Partnership Project) standards body that is also responsible for GSM and W-CDMA. LTE standards are currently being developed and are expected to be finalized in early 2008. In order to reach this performance, LTE will make the best use of the latest technologies on the market. For radio, a new modulation scheme is being used based on OFDM, and the latest antenna technologies, such as MIMO will be deployed. For the core network, an IP based network topology will also be introduced to considerably reduce network complexity. LTE uses Orthogonal Frequency Division Multiple Access (OFDMA) on the downlink, which is better suited than W-CDMA for achieving high peak data rates in high spectrum bandwidth. On the uplink LTE uses SC-FDMA (Single Carrier Frequency Division Multiple Access), a technology that provides advantages in power efficiency and resulting terminal battery life versus a pure OFDM approach.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
MIMO refers to a technique that employs multiple transmit and receive antennas, often in combination with multiple radios and parallel data streams. This results in numerous data paths effectively operating in parallel and, through appropriate decoding, a multiplicative gain in throughput.  For example, with a 2X2 MIMO system, a gain of a factor  of 2 is expected on the peak&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
throughput. LTE also requires new network  architecture, with the main functional entities being: the e-node B on the access side, and the Serving (S) and Packet Data Network (PDN) gateways and the&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Mobile Management Entity (MME) in the core network, as depicted in  the figure below.&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixU2v_DQnhuxM-w1w-nFzavyhyphenhyphenJz5MQaqYocx4MXqge67pzTjKbbZlOxXiu2kchKAucozimxFlnAkwhlNnUOUaI0D12j1JqFZeEXo_AdrU6C7g-BI46wHmXgCc9anf6OoUxgjO7Q/s1600-h/Untitled1.png&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5410476333263757122&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixU2v_DQnhuxM-w1w-nFzavyhyphenhyphenJz5MQaqYocx4MXqge67pzTjKbbZlOxXiu2kchKAucozimxFlnAkwhlNnUOUaI0D12j1JqFZeEXo_AdrU6C7g-BI46wHmXgCc9anf6OoUxgjO7Q/s400/Untitled1.png&quot; style=&quot;cursor: pointer; display: block; height: 148px; margin: 0px auto 10px; text-align: left; width: 400px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
LTE is a pure packet system, with no support for legacy circuit- switched voice/data. This shift allows a significant simplification of the network, reducing the number of nodes and improving operational efficiencies. This network simplification also removes any bottlenecks from the system, ensuring the network permanently runs at peak efficiency. The next figure shows the impacts of this simplification comparing traditional UMTS elements and LTE nodes, and provides a macroscopic mapping of User Plane and Control Plane between nodes.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7HEjeDbudqLHIvOvdXpqhvYJBoy9DBy_ikm5vh0I3mPPtrkKWk75FRr1J8l6FKa0sd6_xbY5K16bHH21lTFZOQoYU2EwuJu0HefeMn7kqyigPAX4aR0tKqEfsuL_vT6mH6JRebg/s1600-h/Untitled2.png&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5410480890581735410&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7HEjeDbudqLHIvOvdXpqhvYJBoy9DBy_ikm5vh0I3mPPtrkKWk75FRr1J8l6FKa0sd6_xbY5K16bHH21lTFZOQoYU2EwuJu0HefeMn7kqyigPAX4aR0tKqEfsuL_vT6mH6JRebg/s400/Untitled2.png&quot; style=&quot;cursor: pointer; display: block; height: 247px; margin: 0px auto 10px; text-align: left; width: 319px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
In contrast to UMTS architecture, no Radio Network Controller (RNC) is required: the RNC’s functions are collapsed into the eNodeB. On the Core network side, the Mobility Management Entity (MME) assumes the role of the SGSN for the control plane, and the serving and PDN gateways ensure the role of user plane, routing user data traffic to the network edge, replacing the GGSN.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/2256072450605710835/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/2256072450605710835' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2256072450605710835'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/2256072450605710835'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/12/what-is-lte.html' title='What is LTE'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzgzn_dDu7GxucoslZp9Op3LJF5TXgSXasEiMIQH5iGnqWkrmNm-QMT5Ikp8m7xuoaokSGjHK5ze-YglulCrN4anAK-33K-NnKePPYBWzyscmstMcxTvEXp1R7bnnW8plXsWKmNQ/s72-c/Untitled.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-8690606223165496130</id><published>2009-10-13T12:09:00.002+07:00</published><updated>2009-10-13T14:05:49.026+07:00</updated><title type='text'>A peek into the (not-so-distant) future of wireless broadband</title><content type='html'>&lt;p&gt;What are the applications and services LTE will make possible? Check out this video to find out! Connected car, crowdcasting, mobile e-commerce… these are some of the reasons people in this video are so happy!&lt;/p&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dwxl7pSExJKSDZqY2AGEHZkBvJ-xa8baVLsHM1lW4YQQc7d90mTj5fncdJVbZZBWxjU00RVh5bnFw8&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Source: Alcatel-Lucent blog.&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/8690606223165496130/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/8690606223165496130' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8690606223165496130'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8690606223165496130'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/10/peek-into-not-so-distant-future-of.html' title='A peek into the (not-so-distant) future of wireless broadband'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-8028123542052337357</id><published>2009-07-07T11:04:00.000+07:00</published><updated>2009-07-07T11:05:46.915+07:00</updated><title type='text'>Ping &amp; Traceroute Troubleshooting Example</title><content type='html'>&lt;p class=&quot;H4Body&quot;&gt;In this example, a ping to 186.9.17.153 gave a “TTL timeout” message. Ping TTLs will usually only timeout if there is a routing loop in which the packet bounces between two routers on the way to the target. Each “bounce” causes the TTL to decrease by a count of one until the TTL reaches zero at which point you get the timeout. &lt;/p&gt;  &lt;p class=&quot;H4Body&quot;&gt;The routing loop was confirmed by the traceroute in which the packet was proven to be bouncing between routers at 186.40.64.94 and 186.40.64.93. &lt;/p&gt;    &lt;p class=&quot;H4Linux&quot;&gt; G:\&gt;ping 186.9.17.153&lt;/p&gt;    &lt;p class=&quot;H4Linux&quot;&gt; Pinging 186.9.17.153 with 32 bytes of data:&lt;/p&gt;      &lt;p class=&quot;H4Linux&quot;&gt; Reply from 186.40.64.94: TTL expired in transit.&lt;/p&gt;&lt;p class=&quot;H4Linux&quot;&gt;Reply from 186.40.64.94: TTL expired in transit.&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;Reply from 186.40.64.94: TTL expired in transit.&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;Reply from 186.40.64.94: TTL expired in transit.&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt; &lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;Ping statistics for 186.9.17.153:&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;    Packets: Sent = 4, Received = 4, Lost = 0 (0% loss),&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;Approximate round trip times in milli-seconds:&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;    Minimum = 0ms, Maximum =  0ms, Average =  0ms&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt; &lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt; &lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;G:\&gt;tracert 186.9.17.153&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt; &lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;Tracing route to lostserver.confusion.net [186.9.17.153]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;over a maximum of 30 hops:&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt; &lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  1   &lt;10&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  2    60 ms    70 ms    60 ms  rtr-2.confusion.net [186.40.64.94]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  3    70 ms    71 ms    70 ms  rtr-1.confusion.net [186.40.64.93]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  4    60 ms    70 ms    60 ms  rtr-2.confusion.net [186.40.64.94]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  5    70 ms    70 ms    70 ms  rtr-1.confusion.net [186.40.64.93]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  6    60 ms    70 ms    61 ms  rtr-2.confusion.net [186.40.64.94]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  7    70 ms    70 ms    70 ms  rtr-1.confusion.net [186.40.64.93]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  8    60 ms    70 ms    60 ms  rtr-2.confusion.net [186.40.64.94]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;  9    70 ms    70 ms    70 ms  rtr-1.confusion.net [186.40.64.93]&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;...&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;...&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;...&lt;/p&gt;  &lt;p class=&quot;H4Linux&quot;&gt;Trace complete.&lt;/p&gt;  &lt;p class=&quot;H4Body&quot;&gt; &lt;/p&gt;  &lt;p class=&quot;H4Body&quot;&gt;This problem was solved by resetting the routing process on both routers. The problem was initially triggered by an unstable network link that caused frequent routing recalculations. The constant activity eventually corrupted the routing tables of one of the routers. &lt;/p&gt;    &lt;h4 style=&quot;text-indent: 0in;&quot;&gt;&lt;a name=&quot;_Toc43458000&quot;&gt;&lt;/a&gt;&lt;a name=&quot;_Toc41837635&quot;&gt;&lt;/a&gt;&lt;/h4&gt;&lt;h4 style=&quot;text-indent: 0in;&quot;&gt;&lt;br /&gt;&lt;/h4&gt;&lt;h4 style=&quot;text-indent: 0in;&quot;&gt;&lt;a name=&quot;_Toc41837635&quot;&gt;Possible Reasons For Failed Traceroutes&lt;/a&gt;&lt;/h4&gt;  &lt;p class=&quot;H4Body&quot;&gt;Traceroutes can fail to reach their intended destination for a number of reasons, these include: &lt;/p&gt;  &lt;p class=&quot;H4Bullets&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;        &lt;/span&gt;&lt;/span&gt;Traceroute packets are being blocked or rejected by a router in the path. The router immediately after the last visible one is usually the culprit. It’s usually good to check the routing table and/or other status of this next hop device.&lt;/p&gt;  &lt;p class=&quot;H4Bullets&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;        &lt;/span&gt;&lt;/span&gt;The target server doesn’t exist on the network. It could be disconnected, or turned off. (!H or !N messages may be produced.)&lt;/p&gt;  &lt;p class=&quot;H4Bullets&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;        &lt;/span&gt;&lt;/span&gt;The network on which you expect the target host to reside doesn’t exist in the routing table of one of the routers in the path (!H or !N messages may be produced.)&lt;/p&gt;  &lt;p class=&quot;H4Bullets&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;        &lt;/span&gt;&lt;/span&gt;You may have a typographical error in the IP address of the target server&lt;/p&gt;  &lt;p class=&quot;H4Bullets&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;        &lt;/span&gt;&lt;/span&gt;You may have a routing loop in which packets bounce between two routers and never get to the intended destination.&lt;/p&gt;  &lt;p class=&quot;H4Bullets&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;;&quot;&gt;o&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;        &lt;/span&gt;&lt;/span&gt;The packets don’t have a proper return path to your server. The last visible hop being the last hop in which the packets return correctly. The router immediately after the last visible one is the one at which the routing changes. It’s usually good to:&lt;/p&gt;  &lt;p class=&quot;H6Bullets&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;v&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;      &lt;/span&gt;&lt;/span&gt;log on to the last visible router.&lt;/p&gt;  &lt;p class=&quot;H6Bullets&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;v&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;      &lt;/span&gt;&lt;/span&gt;Look at the routing table to determine what the next hop is to your intended traceroute target.&lt;/p&gt;  &lt;p class=&quot;H6Bullets&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;v&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;      &lt;/span&gt;&lt;/span&gt;Log on to this next hop router.&lt;/p&gt;  &lt;p class=&quot;H6Bullets&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;v&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;      &lt;/span&gt;&lt;/span&gt;Do a traceroute from this router to your intended target server. &lt;/p&gt;  &lt;p class=&quot;H6Bullets&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;v&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;b&gt;If this works&lt;/b&gt;: Routing to the target server is OK. Do a traceroute back to your source server. The traceroute will probably fail at the bad router on the return path.&lt;/p&gt;  &lt;p class=&quot;H6Bullets&quot;&gt;&lt;span style=&quot;font-family: Wingdings;&quot;&gt;v&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;; font-style: normal; font-variant: normal; font-weight: normal; font-size: 7pt; line-height: normal; font-size-adjust: none; font-stretch: normal;&quot;&gt;      &lt;/span&gt;&lt;/span&gt;&lt;b&gt;If it doesn’t work&lt;/b&gt;: Test the routing table and/or other status of all the hops between it and your intended target.&lt;/p&gt;  &lt;p class=&quot;H4Body&quot;&gt;&lt;b&gt;Note:&lt;/b&gt; If there is nothing blocking your traceroute traffic, then the last visible router of an incomplete trace is either the last good router on the path, or the last router that has a valid return path to the server issuing the traceroute.&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/8028123542052337357/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/8028123542052337357' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8028123542052337357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/8028123542052337357'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/07/ping-traceroute-troubleshooting-example.html' title='Ping &amp; Traceroute Troubleshooting Example'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-5183689060835963655</id><published>2009-05-24T22:46:00.001+07:00</published><updated>2009-05-24T23:49:19.727+07:00</updated><title type='text'>ITIL Fundamental</title><content type='html'>&lt;span style=&quot;font-weight: bold;font-size:130%;&quot; &gt;General Overview&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;ITIL Service Support Processes (Operational Processes):&lt;br /&gt;• Configuration Management&lt;br /&gt;• Incident Management&lt;br /&gt;• Problem Management&lt;br /&gt;• Change Management&lt;br /&gt;• Release Management&lt;br /&gt;&lt;br /&gt;ITIL Service Delivery Processes (Strategic Processes):&lt;br /&gt;• Availability Management&lt;br /&gt;• IT Services Continuity Management&lt;br /&gt;• Capacity Management&lt;br /&gt;• Financial Management&lt;br /&gt;• Service Level Management&lt;br /&gt;&lt;br /&gt;ITIL Functions (Non-Process):&lt;br /&gt;• Service Desk&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Configuration Management &lt;/span&gt;&lt;br /&gt;Summary: Configuration Management provides information on the IT infrastructure&lt;br /&gt;to other ITIL processes and for decision support by IT Management. Configuration&lt;br /&gt;Management enables control of the infrastructure by monitoring and maintaining&lt;br /&gt;information on:&lt;br /&gt;•  All the resources needed to deliver services&lt;br /&gt;•  Configuration item (CI) status and history&lt;br /&gt;•  Configuration item relationships&lt;br /&gt;&lt;br /&gt;Specific Configuration Management tasks:&lt;br /&gt;•  Identification and naming&lt;br /&gt;• Management information&lt;br /&gt;• Verification&lt;br /&gt;• Control&lt;br /&gt;• Status Accounting&lt;br /&gt;&lt;br /&gt;Tip: A configuration Item (CI) is different than an Asset, which is a component of&lt;br /&gt;a business process such as human resources (people), computer systems,&lt;br /&gt;stationary/paper, telephones, etc.&lt;br /&gt;Configuration Management Database (CMDB): A database, which contains all&lt;br /&gt;relevant details of each Configuration Item (CI) and details of important&lt;br /&gt;relationships between CIs.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;A Configuration Item (CI):&lt;br /&gt;•  Is needed to deliver a service&lt;br /&gt;• Is uniquely identifiable&lt;br /&gt;•  Is subject to change&lt;br /&gt;• Can be managed&lt;br /&gt;&lt;br /&gt;A Configuration Item (CI) has:&lt;br /&gt;• a category&lt;br /&gt;•  one or more relationships&lt;br /&gt;•  one or more attributes&lt;br /&gt;• a specific status at any given point in time&lt;br /&gt;&lt;br /&gt;Configuration Item (CI) Variant: A Configuration Item (CI) that has the same&lt;br /&gt;basic functionality as another Configuration Item (CI) but is different in some&lt;br /&gt;small way (ex: has more memory)&lt;br /&gt;&lt;br /&gt;Configuration Baseline: A snapshot of the state of a Configuration Item and any&lt;br /&gt;component or related Configuration Items, frozen in time for a particular purpose&lt;br /&gt;(such as the ability to return a service to a trusted state if a change goes wrong)&lt;br /&gt;&lt;br /&gt;Configuration Management is critical in supporting and furthering the maturity of&lt;br /&gt;all other ITIL service support and delivery processes.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;&quot;&gt;Service Desk &lt;/span&gt;&lt;br /&gt;The Service Desk concentrates on incident lifecycle management and performs the&lt;br /&gt;following primary functions:&lt;br /&gt;• Customer Interface&lt;br /&gt;• Business Support&lt;br /&gt;•  Incident Control&lt;br /&gt;• Management Information&lt;br /&gt;&lt;br /&gt;Tip: Remember that the Service Desk is not a process, but is an IT function.&lt;br /&gt;&lt;br /&gt;The Service Desk is the primary point of contact for all internal and/or external&lt;br /&gt;customers and handles:&lt;br /&gt;• Calls&lt;br /&gt;• Questions&lt;br /&gt;• Requests&lt;br /&gt;• Complaints&lt;br /&gt;• Remarks&lt;br /&gt;&lt;br /&gt;The goal of the Service Desk is to:&lt;br /&gt;1.  To restore the service as quickly as possible&lt;br /&gt;2.  To manage the incident life-cycle (coordinating resolution)&lt;br /&gt;3.  To support business activities&lt;br /&gt;4.  To generate reports, to communicate and to promote&lt;br /&gt;&lt;br /&gt;The different Types of Service Desks include:&lt;br /&gt;•  Call Centers: Handles large volumes of general support calls generally via&lt;br /&gt;telephone.&lt;br /&gt;•  Help Desks: Manages, coordinates, and resolves incidents as quickly as&lt;br /&gt;possible.&lt;br /&gt;•  Service Desks: Handles incidents, problems, questions and requests for&lt;br /&gt;customers submitted through one or more interface points.&lt;br /&gt;&lt;br /&gt;Tip: for incidents (an unexpected disruption to agreed service), the Service Desk&lt;br /&gt;sets a priority based on business impact and urgency. Correctly assessing priorities&lt;br /&gt;enables optimal deployment of resources in the best interest of the customer.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Incident Management &lt;/span&gt;&lt;br /&gt;Incident: Any event which is not part of the standard operation of a service and&lt;br /&gt;which causes or may cause an interruption to or a reduction in the quality of that&lt;br /&gt;service.&lt;br /&gt;&lt;br /&gt;The goal of Incident Management is to restore normal service as quickly as possible,&lt;br /&gt;with the additional objectives of:&lt;br /&gt;•  Minimizing adverse impact of incidents on business operations&lt;br /&gt;•  Ensuring that the best possible levels of service quality and availability are&lt;br /&gt;maintained according to established Service Level Agreements (SLAs).&lt;br /&gt;&lt;br /&gt;Work-Around: Method of avoiding an incident or problem.&lt;br /&gt;&lt;br /&gt;Service Request: Requests not related to incidents or failures in the IT&lt;br /&gt;environment.&lt;br /&gt;&lt;br /&gt;Problem: The unknown root cause of one or more incidents.&lt;br /&gt;&lt;br /&gt;Known Error: A condition that exists after successfully diagnosing the root cause of&lt;br /&gt;a problem; one or more specific Configuration Items (CIs) are determined to be at&lt;br /&gt;fault.&lt;br /&gt;&lt;br /&gt;Category: Classification of a group of incidents (e.g. Application, Hardware,&lt;br /&gt;Network, etc.).&lt;br /&gt;&lt;br /&gt;Vertical Escalation: Incident(s) escalate up the management chain.&lt;br /&gt;&lt;br /&gt;Horizontal Escalation or Referral: Incident(s) escalate across different knowledge&lt;br /&gt;groups or IT domains.&lt;br /&gt;&lt;br /&gt;Primary activities in the Incident Management Life-Cycle:&lt;br /&gt;•  Acceptance / logging&lt;br /&gt;•  Registering events&lt;br /&gt;•  Consult the CMDB&lt;br /&gt;• Classification&lt;br /&gt;• Resolution&lt;br /&gt;• Closure&lt;br /&gt;&lt;br /&gt;Incident reporting includes:&lt;br /&gt;•  Daily reviews of incident and problem status against service levels&lt;br /&gt;•  Weekly management reviews&lt;br /&gt;•  Monthly management reviews&lt;br /&gt;•  Proactive service reports&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;&quot;&gt;Problem Management &lt;/span&gt;&lt;br /&gt;The goal of Incident Management is to stabilize IT services through the following&lt;br /&gt;activities:&lt;br /&gt;•  Determine the root causes of incidents&lt;br /&gt;•  Remove root cause points of failure&lt;br /&gt;•  Prevent incidents and problems proactively&lt;br /&gt;•  Minimize the consequences of incidents&lt;br /&gt;•  Prevent recurrence of incidents related to errors&lt;br /&gt;•  Improve the productive use of resources&lt;br /&gt;&lt;br /&gt;Specific Problem Management tasks include:&lt;br /&gt;• Facilitate Problem Control&lt;br /&gt;• Implementing Error Control&lt;br /&gt;• Proactive Problem Prevention&lt;br /&gt;• Identifying Problem Trends&lt;br /&gt;• Providing Management Information&lt;br /&gt;• Performing Post Implementation Reviews (PIR)&lt;br /&gt;&lt;br /&gt;Tip: The primary difference from the Incident Management process is Problem&lt;br /&gt;Management’s proactive approach towards eliminating inefficiencies from the IT&lt;br /&gt;environment.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Primary process inputs:&lt;br /&gt;• Incident details&lt;br /&gt;• Configuration details&lt;br /&gt;• Defined workarounds&lt;br /&gt;&lt;br /&gt;Primary process outputs:&lt;br /&gt;•  Known Errors (KE)&lt;br /&gt;•  Requests for Change (RFC)&lt;br /&gt;•  Updated Problem records including:&lt;br /&gt;o Workarounds&lt;br /&gt;o Solutions (Fixes)&lt;br /&gt;•  Management information matching&lt;br /&gt;&lt;br /&gt;The Problem Control sub-process includes:&lt;br /&gt;• Identification&lt;br /&gt;• Classification&lt;br /&gt;• Assign Resources&lt;br /&gt;•  Investigation and Diagnosis&lt;br /&gt;•  Establish Known Error&lt;br /&gt;&lt;br /&gt;The Error Control sub-process includes:&lt;br /&gt;•  Error Identification and Recording&lt;br /&gt;• Error Assessment&lt;br /&gt;•  Recording Error / Resolution (Send out RfC)&lt;br /&gt;• Error Closure&lt;br /&gt;&lt;br /&gt;Known Error: An Incident or Problem for which the root cause is known and a&lt;br /&gt;temporary workaround or permanent alternative has been identified.&lt;br /&gt;&lt;br /&gt;Proactive Problem Management involves:&lt;br /&gt;• Trend Analysis&lt;br /&gt;•  Targeting Support Action&lt;br /&gt;•  Providing Information to the Organization&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Change Management &lt;/span&gt;&lt;br /&gt;The goal of Change Management is to implement approved changes efficiently,&lt;br /&gt;cost-effectively and with minimal risk to existing and new IT infrastructure&lt;br /&gt;components.&lt;br /&gt;&lt;br /&gt;Tip: Only approved changes should be performed in order to reduce overall risk&lt;br /&gt;to the IT environment.&lt;br /&gt;&lt;br /&gt;Specific tasks in the Change Management process include:&lt;br /&gt;• Filtering Changes&lt;br /&gt;• Managing Change Process&lt;br /&gt;• Managing Changes&lt;br /&gt;•  Chairing CAB and CAB/EC&lt;br /&gt;•  Review and Closure&lt;br /&gt;• Management Information&lt;br /&gt;&lt;br /&gt;The process inputs include:&lt;br /&gt;•  Requests for Change (RfC)&lt;br /&gt;•  CMDB / CI data&lt;br /&gt;•  Forward Schedule of Changes (FSC)&lt;br /&gt;&lt;br /&gt;The process outputs include:&lt;br /&gt;•  Forward Schedule of Changes (FSC)&lt;br /&gt;•  Requests for Change (RfC)&lt;br /&gt;•  CAB minutes and action items&lt;br /&gt;•  Change Management reports&lt;br /&gt;&lt;br /&gt;The impact categorization of changes may include:&lt;br /&gt;&lt;br /&gt;Category 1&lt;br /&gt;•  Little impact on current services&lt;br /&gt;•  Change Manager may authorizes Requests for Change (RfC)&lt;br /&gt;&lt;br /&gt;Category 2&lt;br /&gt;•  Clear impact on services&lt;br /&gt;•  RfC must be reviewed by the Change Advisory Board (CAB)&lt;br /&gt;•  Change Manager requests advice prior to authorization and planning&lt;br /&gt;&lt;br /&gt;Category 3&lt;br /&gt;•  Significant impact on the service to the business&lt;br /&gt;•  Considerable resources required for change&lt;br /&gt;•  RfC is reviewed and approved by the Change Advisory Board (CAB)&lt;br /&gt;&lt;br /&gt;Change Management priority settings may include:&lt;br /&gt;&lt;br /&gt;Urgent: Change is required now to avoid severe adverse business impact&lt;br /&gt;&lt;br /&gt;High: Change needed as soon as possible; may be potentially damaging to&lt;br /&gt;business service provision&lt;br /&gt;&lt;br /&gt;Medium: Scheduled changes intended to fix minor errors or issues with&lt;br /&gt;functionality&lt;br /&gt;&lt;br /&gt;Low: Change leads to minor improvements&lt;br /&gt;&lt;br /&gt;Change: The addition, modification, or removal of approved and/or supported&lt;br /&gt;hardware, software, applications and other environment components, systems, and&lt;br /&gt;related documentation.&lt;br /&gt;&lt;br /&gt;Request for Change (RfC): Formal request and recording of details surrounding the&lt;br /&gt;intended change to the IT environment, impacting one or more Configuration Items&lt;br /&gt;(CIs).&lt;br /&gt;&lt;br /&gt;Forward Schedule of Changes (FSC): Schedule that contains details of and timing&lt;br /&gt;for all approved changes scheduled for implementation.&lt;br /&gt;&lt;br /&gt;The primary Change Management process activities include:&lt;br /&gt;1. Request for Change (RfC)&lt;br /&gt;2. Registration &amp;amp; Classification&lt;br /&gt;3. Monitoring &amp;amp; Planning&lt;br /&gt;4. Approval&lt;br /&gt;5. Building &amp;amp; Testing&lt;br /&gt;6. Authorizing Implementation&lt;br /&gt;7. Implementation&lt;br /&gt;8. Evaluation&lt;br /&gt;&lt;br /&gt;Tip: Additional Change Management considerations:&lt;br /&gt;•  Change backout plan(s) should always be in place prior to implementation&lt;br /&gt;•  All changes should be reviewed prior to implementation&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Release Management &lt;/span&gt;&lt;br /&gt;The primary goal of Release Management is safeguard all hardware, software and&lt;br /&gt;related items within the IT environment by ensuring the deployment of authorized&lt;br /&gt;and tested versions of hardware and software.&lt;br /&gt;&lt;br /&gt;Specific Release Management tasks include:&lt;br /&gt;•  Defining release policies&lt;br /&gt;•  Control of the Definitive Software Library (DSL)&lt;br /&gt;•  Control of the Definitive Hardware Storage (DHS)&lt;br /&gt;•  Distribution of software and associated Configuration Items (CIs)&lt;br /&gt;•  Execution of software audits&lt;br /&gt;• Managing software releases&lt;br /&gt;• Managing software builds&lt;br /&gt;&lt;br /&gt;Tip: Releases are performed in conjunction with and under the control of the&lt;br /&gt;Change Management process.&lt;br /&gt;&lt;br /&gt;Definitive Software Library (DSL): Reliable versions of software in a single logical&lt;br /&gt;location.&lt;br /&gt;&lt;br /&gt;Tip: Software need not be centrally located in a DSL and may be physically&lt;br /&gt;stored at different locations.&lt;br /&gt;&lt;br /&gt;The Release Management policy should include:&lt;br /&gt;• Release Unit&lt;br /&gt;•  Full / Package / Delta Releases&lt;br /&gt;• Numbering&lt;br /&gt;• Frequency&lt;br /&gt;• Emergency Change&lt;br /&gt;&lt;br /&gt;Release Management version control should include:&lt;br /&gt;• Development&lt;br /&gt;• Testing&lt;br /&gt;• Production Release (Go-Live)&lt;br /&gt;• Archiving&lt;br /&gt;&lt;br /&gt;The primary activities within the Release Management process should include:&lt;br /&gt;•  Software Control &amp;amp; Distribution (Operational Release)&lt;br /&gt;•  Change Management (Release Control)&lt;br /&gt;•  Configuration Management (Release Control &amp;amp; Administration)&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Availability Management &lt;/span&gt;&lt;br /&gt;The primary goal of Availability Management is to predict, plan for and manage the&lt;br /&gt;availability of services by ensuring that:&lt;br /&gt;•  All services are underpinned by sufficient, reliable and properly maintained&lt;br /&gt;Configuration Items (CIs)&lt;br /&gt;•  Appropriate contractual agreements with third party suppliers are in place (if&lt;br /&gt;applicable)&lt;br /&gt;•  Changes are proposed to proactively prevent future loss of service availability&lt;br /&gt;&lt;br /&gt;Tip: Availability Management is critical to ensuring IT organizations deliver the&lt;br /&gt;levels of availability agreed upon with customers through Service Level&lt;br /&gt;Agreements (SLAs).&lt;br /&gt;&lt;br /&gt;The primary attributes of Availability Management include:&lt;br /&gt;• Reliability&lt;br /&gt;• Maintainability&lt;br /&gt;• Resilience (Redundancy)&lt;br /&gt;• Serviceability&lt;br /&gt;&lt;br /&gt;Tip: Availability Information may be stored in an Availability Database (ADB).&lt;br /&gt;Availability information is used to create Availability plan(s), dictated by the&lt;br /&gt;Service Level Management process.&lt;br /&gt;&lt;br /&gt;Mean Time to Repair (MTTR): Downtime; period of time that elapses between the&lt;br /&gt;detection of an incident and actual resolution.&lt;br /&gt;&lt;br /&gt;MTTR Lifecycle: Incident, Detection, Diagnosis, Repair, Recovery, Restoration.&lt;br /&gt;&lt;br /&gt;Mean Time Between Failures (MTBF): Uptime; time period that elapses between&lt;br /&gt;restoration of an incident and a new recurrence of the same incident.&lt;br /&gt;&lt;br /&gt;Mean Time Between System Incidents (MTBSI): Time period that elapses&lt;br /&gt;between two incidents.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;IT Service Continuity Management &lt;/span&gt;&lt;br /&gt;The primary goal of IT Service Continuity Management (ITSCM) is to support the&lt;br /&gt;Business Continuity Plan (BCP) process by ensuring the IT environment can be&lt;br /&gt;recovered within required timeframes.&lt;br /&gt;&lt;br /&gt;Tip: An IT Service Continuity Plan cannot be created without the existence of a&lt;br /&gt;valid Business Continuity Plan (BCP).&lt;br /&gt;&lt;br /&gt;An ITSCM plan is important in order to:&lt;br /&gt;•  Reduce the impact of IT infrastructure failure&lt;br /&gt;•  Decrease business risk and vulnerability&lt;br /&gt;•  Increase customer and end-user confidence&lt;br /&gt;•  Fulfillment of legal and/or regulatory requirements&lt;br /&gt;&lt;br /&gt;A Business Impact Analysis (BIA) includes the following components:&lt;br /&gt;&lt;br /&gt;Risk Analysis&lt;br /&gt;•  Determining the value of assets&lt;br /&gt;• Determining threats&lt;br /&gt;• Determining vulnerabilities&lt;br /&gt;&lt;br /&gt;Risk Management&lt;br /&gt;• Outlining countermeasures&lt;br /&gt;•  Planning for potential disasters&lt;br /&gt;• Managing a disaster&lt;br /&gt;&lt;br /&gt;Infrastructure options specific to the ITSCM process include:&lt;br /&gt;1. Do Nothing&lt;br /&gt;2. Manual Workarounds&lt;br /&gt;3. Reciprocal Arrangements&lt;br /&gt;4.  Gradual recovery (“Cold Standby”)&lt;br /&gt;5.  Intermediate Recovery (“Warm Standby”)&lt;br /&gt;6.  Immediate Recovery (“Hot Standby”)&lt;br /&gt;&lt;br /&gt;An effective IT Service Continuity Management (ITSCM) plan should include the&lt;br /&gt;following sections:&lt;br /&gt;• IT Administration&lt;br /&gt;• Infrastructure Overview&lt;br /&gt;• Operating Procedures&lt;br /&gt;• IT Personnel&lt;br /&gt;• IT Security&lt;br /&gt;• Contingency Site(s)&lt;br /&gt;&lt;br /&gt;Testing and reviewing the ITSCM plan should include the following activities:&lt;br /&gt;•  Initial Review (immediate / initial sign-off)&lt;br /&gt;•  Continuous Review (e.g. every 6 to 12 months)&lt;br /&gt;•  Post-Implementation (e.g. after an actual recovery has occurred)&lt;br /&gt;•  Documentation Reviews (and continuous updates)&lt;br /&gt;•  Adherence to all Change Management requirements&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;&quot;&gt;Capacity Management &lt;/span&gt;&lt;br /&gt;The primary goal of Capacity Management is to determine the appropriate and&lt;br /&gt;cost-justifiable capacity of IT resources to ensure that agreed-upon service levels&lt;br /&gt;are achieved within the required timeframes.&lt;br /&gt;&lt;br /&gt;Specific objectives are achieved through:&lt;br /&gt;•  Demand Management (Business Capacity Management)&lt;br /&gt;•  Workload Management (Service Capacity Management)&lt;br /&gt;•  Resource Management (Resource Capacity Management)&lt;br /&gt;•  Performance Management of:&lt;br /&gt;o  Internal and external financial data&lt;br /&gt;o Usage data&lt;br /&gt;&lt;br /&gt;Capacity Data Base (CDB): Contains all measurements and associated metrics&lt;br /&gt;used to create a Capacity Management Plan; populated with Performance&lt;br /&gt;Management data used for decision support related to:&lt;br /&gt;• Customer capacity requirements / demands&lt;br /&gt;• Workload management&lt;br /&gt;• Performance management&lt;br /&gt;• Capacity planning&lt;br /&gt;•  Defining capacity thresholds&lt;br /&gt;• Monitoring capacity&lt;br /&gt;&lt;br /&gt;Application Sizing: Estimates resource requirements in support of a proposed&lt;br /&gt;application change, ensuring all required service levels are met.&lt;br /&gt;&lt;br /&gt;•  Capacity Management Modeling includes:&lt;br /&gt;• Trend Analysis&lt;br /&gt;• Analytical Modeling&lt;br /&gt;• Simulation Modeling&lt;br /&gt;• Baseline Models&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;&quot;&gt;IT Financial Management &lt;/span&gt;&lt;br /&gt;The primary goal of IT Financial Management is to provide information and&lt;br /&gt;control over the cost of delivering IT services delivered to business customers.&lt;br /&gt;&lt;br /&gt;Specific cost units include:&lt;br /&gt;•  Equipment Cost Units (ECU)&lt;br /&gt;•  Organization Cost Units (OCU)&lt;br /&gt;•  Transfer Cost Units (TCU)&lt;br /&gt;•  Accommodation Cost Units (ACU)&lt;br /&gt;•  Software Cost Units (SCU)&lt;br /&gt;&lt;br /&gt;Transfer Costs: Costs incurred by IT, acting as an agent for the customer, but&lt;br /&gt;not allocated against the IT budget.&lt;br /&gt;&lt;br /&gt;IT Financial Management cost types include:&lt;br /&gt;•  Fixed: Costs unaffected by the level of usage&lt;br /&gt;•  Variable: Varying costs according to level of usage&lt;br /&gt;•  Direct: Costs associated with the usage of a specific service&lt;br /&gt;•  Indirect (Overhead): Costs specific to more than one specific service&lt;br /&gt;•  Capital: Costs that are not diminished by usage&lt;br /&gt;•  Revenue (Running): Costs that diminish with usage&lt;br /&gt;&lt;br /&gt;Specific Financial Management pricing options may include:&lt;br /&gt;•  No Charging: IT performs service support and delivery as a support&lt;br /&gt;center&lt;br /&gt;•  Cost Recovery: IT performs as a service center&lt;br /&gt;•  Notional Charging (Cost Center): IT performs services as a cost center&lt;br /&gt;•  Actual Charging: Specific charges for IT products and services charged&lt;br /&gt;by actual usage of these services&lt;br /&gt;•  Cost Price Plus (Market Pricing): IT provides services for / as a profit&lt;br /&gt;center&lt;br /&gt;&lt;br /&gt;Soft Charging: Used by Support and Cost centers to facilitate service provision&lt;br /&gt;without actual exchange of currency.&lt;br /&gt;&lt;br /&gt;Hard Costing: Money for IT services transferred between [bank] accounts&lt;br /&gt;and/or departments&lt;br /&gt;&lt;br /&gt;Tip: Profit centers focus on the value of the IT service to the customer&lt;br /&gt;&lt;br /&gt;Three primary sub-processes of IT Financial Management include:&lt;br /&gt;&lt;br /&gt;Budgeting: Predicting and controlling spending within through periodic&lt;br /&gt;negotiation cycles to set budgets and regular, consistent monitoring of&lt;br /&gt;budgets.&lt;br /&gt;&lt;br /&gt;IT Accounting: Enabling the IT organization to fully account for expenditures&lt;br /&gt;by breaking down costs by specific customer, service and/or activity.&lt;br /&gt;&lt;br /&gt;Charging: Billing customers for actual services provided through established,&lt;br /&gt;proven IT accounting methods and ongoing analysis, billing, and reporting&lt;br /&gt;procedures.&lt;br /&gt;&lt;br /&gt;Tip: Mature IT Financial Management helps streamline IT service by shaping&lt;br /&gt;customer demand for services that have specific, tiered levels of service.&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-weight: bold; font-style: italic;&quot;&gt;Service Level Management &lt;/span&gt;&lt;br /&gt;The primary goal of Service Level Management is to obtain a balance between&lt;br /&gt;the demands for and supply of specific IT services through ongoing facilitation&lt;br /&gt;and negotiation of business requirements with full knowledge of available IT&lt;br /&gt;services and capabilities.&lt;br /&gt;&lt;br /&gt;Specific Service Level Management (SLM) objectives may include:&lt;br /&gt;•  Establishing sound Business Relationship Management (BRM) between&lt;br /&gt;service providers and customers&lt;br /&gt;•  Improving communication of IT services to the business and/or internal&lt;br /&gt;customers&lt;br /&gt;•  Increasing the flexibility and responsiveness of IT service provision&lt;br /&gt;• Balancing customer demands with the ongoing cost of IT service provision&lt;br /&gt;•  Measuring and reporting accurate service levels&lt;br /&gt;•  Implementing continuous improvement of IT service quality&lt;br /&gt;•  Ensuring objective conflict resolution&lt;br /&gt;&lt;br /&gt;Specific Service Level Management (SLM) tasks should include:&lt;br /&gt;•  Creation of an IT Service Catalog&lt;br /&gt;•  Obtaining specific customer Service Level Requirements (SLRs)&lt;br /&gt;•  Establishing Service Level Agreements (SLAs)&lt;br /&gt;• Establishing Operational Level Agreements (OLAs)&lt;br /&gt;•  Reviewing, creating and refining Underpinning Contracts (UCs)&lt;br /&gt;•  Implementing specific Service Quality Plans&lt;br /&gt;•  Monitoring, reviewing and reporting on IT service levels&lt;br /&gt;•  Establishing IT Service Improvement Programs (SIPs)&lt;br /&gt;•  Engaging the business through effective relationship management (BRM)&lt;br /&gt;&lt;br /&gt;Minimum Requirements for a Service Agreement (SLA/OLA/UC):&lt;br /&gt;•  Timing / Period of Service Provision&lt;br /&gt;•  Service Description / Narrative&lt;br /&gt;•  Throughput (Inputs / Outputs / Service Levels)&lt;br /&gt;• Service Availability&lt;br /&gt;•  Service [Desk] Response Times&lt;br /&gt;• Sign-Off / Sponsorship (Physical Signatures)&lt;br /&gt;&lt;br /&gt;Other Service Agreement coverage areas may include:&lt;br /&gt;• Contingency arrangements&lt;br /&gt;• Review procedures&lt;br /&gt;• Change procedures&lt;br /&gt;• Additional Support services&lt;br /&gt;•  Customer roles &amp;amp; responsibilities&lt;br /&gt;• Administration requirements&lt;br /&gt;• Maintenance requirements&lt;br /&gt;• Amendments&lt;br /&gt;&lt;br /&gt;Tip: Service Level Agreements must be monitored and reviewed regularly to&lt;br /&gt;ensure IT products and services are being delivered optimally against all&lt;br /&gt;service level requirements&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/5183689060835963655/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/5183689060835963655' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5183689060835963655'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5183689060835963655'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/05/itil-fundamental.html' title='ITIL Fundamental'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-4397132755526314763</id><published>2009-03-06T10:12:00.000+07:00</published><updated>2009-03-06T10:20:16.025+07:00</updated><title type='text'>Areas of Work Where a Juniper Engineer Works Best</title><content type='html'>Author: Ribvar Shafeei&lt;br /&gt;&lt;br /&gt;There are three areas where you can efficiently utilize the services of a third party or in-house Juniper engineer. The expertise that can be provided by a Juniper engineer could improve the security protocols of your network.    Network security should become one of the top priorities of your company’s IT infrastructure. That’s because risks and vulnerabilities have increased overtime due also to the increasing sophistication of technologies designed to breach the defenses of corporate IT networks.    By utilizing the expertise of a Juniper engineer, your company will be able to deploy effective network security solutions.    Analyze and Assess Network Security with the Help of a Juniper Engineer  An expert Juniper engineer can accurately assess and analyze the security performance and defense posture of your company’s networks. Proper evaluation of existing networks and security protocols deployed on it would enable you to address vulnerabilities. Analysis and assessment can also provide information on what areas of your network need improvement.    Through the expert evaluation of a Juniper engineer, you can enhance your network’s security performance and add value to your IT investments. The return on investments of your network facilities could also improve if it can be properly evaluated by a Juniper engineer.  Specifically, a Juniper engineer will look into the current security protocols deployed on your system. After assessing the procedures and security policies of your network, the Juniper engineer could provide mitigating actions which could minimize risks and vulnerabilities.    Assessment and analysis of your network are critical steps you need to optimize the performance of your company’s IT environment.    A Juniper Engineer Can Design and Plan Network Security  If you are still planning to build your company’s network infrastructure, a Juniper engineer can provide valuable help in designing the appropriate security protocols for it. Design is a critical phase of network building. This is the stage where a Juniper engineer can correctly configure the core security applications of your network infrastructure.    After the design stage, the actual network implementation plan should be created. At this stage, a Juniper engineer can provide valuable input and assistance in terms of pinpointing the areas where security optimization can be deployed.    Planning robust and scalable network security applications can also be done by a Juniper engineer. It could help your company maximize the potential benefits of a secured network and reduce incidence of malicious attacks. With the help of a Juniper engineer, you can shorten the time involved in network design and planning, thus giving your company much savings in time, resources, and effort.    Deployment and Implementation of Network Security   One of the biggest network projects is the actual deployment of security applications, protocols and procedures. This stage requires the expertise of a network security professional. A Juniper engineer can provide the expertise for such project.    For new networks, the task could be simpler as the infrastructure will be built from scratch. Deployments become more complicated during migration procedures of existing networks. Migration of security protocols from one system to another could expose the network to vulnerabilities and greater risks.    That is why it is extremely important to get proper support from an expert Juniper engineer during network security migrations and actual deployments.&lt;br /&gt;&lt;br /&gt;Article Source: http://www.articlesbase.com/networks-articles/areas-of-work-where-a-juniper-engineer-works-best-627370.html&lt;br /&gt;&lt;br /&gt;About the Author:&lt;br /&gt;Bsecure  is a Sydney based  Network Security Services  company that provides affordable assessment, consultation, design and implementation services in all areas of network and information security.&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/4397132755526314763/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/4397132755526314763' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/4397132755526314763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/4397132755526314763'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/03/areas-of-work-where-juniper-engineer.html' title='Areas of Work Where a Juniper Engineer Works Best'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-3081890179657764811</id><published>2009-03-03T17:53:00.001+07:00</published><updated>2009-03-03T17:57:37.250+07:00</updated><title type='text'>Algorhyme</title><content type='html'>I think that I shall never see&lt;br /&gt;A graph more lovely than a tree.&lt;br /&gt;&lt;br /&gt;A tree whose crucial property&lt;br /&gt;Is loop-free connectivity.&lt;br /&gt;&lt;br /&gt;A tree which must be sure to span&lt;br /&gt;So packets can reach every LAN.&lt;br /&gt;&lt;br /&gt;First the Root must be selected&lt;br /&gt;By ID it is elected.&lt;br /&gt;&lt;br /&gt;Least cost paths from Root are traced&lt;br /&gt;In the tree these paths are placed.&lt;br /&gt;&lt;br /&gt;A mesh is made by folks like me.&lt;br /&gt;Then bridges find a spanning tree.&lt;br /&gt;&lt;br /&gt;by Radia Perlman (creator Spanning Tree Protocol / STP)&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/3081890179657764811/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/3081890179657764811' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/3081890179657764811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/3081890179657764811'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/03/algorhyme.html' title='Algorhyme'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-7654158824173967927</id><published>2009-02-28T23:03:00.001+07:00</published><updated>2009-05-01T08:44:02.720+07:00</updated><title type='text'>Unblocking Google Talk Contact</title><content type='html'>&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://www.sizzledcore.com/wp-content/uploads/2007/10/google-talk-logo.PNG&quot; alt=&quot;google-talk-logo&quot; /&gt;&lt;/p&gt; &lt;p&gt;This topic would sound absurd, but it really isn’t, so keep on reading :) Have you ever blocked a contact in Google Talk? Well, recently a friend of mine was annoying me a lot. I even warned him not to disturb, but he kept on bugging me, so in the end the only choice I had was to block him. After block, I worked in peace but the next day I felt sorry for what I have done and wanted to unblock him back. But to my surprise, there was no way I can unblock him from Google Talk itself.&lt;/p&gt; &lt;p&gt;I know, this is very weird, but when I blocked him, Google Talk blocked and deleted him from my list. In the end, I did found how to get the contact unblocked back. In thsi post, I’ll tell you how to unblock contacts.&lt;/p&gt; &lt;p&gt;&lt;span id=&quot;more-458&quot;&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;strong&gt;Note:&lt;/strong&gt; After reading the above paragraphs, please don’t try blocking anyone just for the sake of trying. If you block, and cannot unblock afterwards, I’m not responsible for that. Read on further to learn how to unblock contacts. Here I’ll be using &lt;em&gt;&lt;strong&gt;sizzled.test@gmail.com&lt;/strong&gt;&lt;/em&gt; as a sample. I have blocked this contact through my Google Talk, and now want to unblock it.&lt;/p&gt; &lt;p&gt;1. After blocking, you’ll notice that the contact entry in your Google Talk has been permanently deleted. Even if you try searching from the search bar, you won’t find him.&lt;/p&gt; &lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://www.sizzledcore.com/wp-content/uploads/2007/10/gtalk-block.JPG&quot; alt=&quot;gtalk-block&quot; /&gt;&lt;/p&gt; &lt;p&gt;2. Open you Gmail inbox, and wait for the Google Talk module to load in the left sidebar. Then type the user id/email of the contact in it’s search bar whom you blocked and want to unblock. Then point to it’s Profile link, and press the big Chat button.&lt;/p&gt; &lt;p align=&quot;center&quot;&gt;&lt;a href=&quot;http://www.sizzledcore.com/wp-content/uploads/2007/10/gtalk-block-2.JPG&quot; title=&quot;gtalk-block-2&quot;&gt;&lt;img src=&quot;http://www.sizzledcore.com/wp-content/uploads/2007/10/gtalk-block-2.JPG&quot; title=&quot;gtalk-block-2&quot; alt=&quot;gtalk-block-2&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p align=&quot;center&quot;&gt;&lt;em&gt;(click the image to enlarge)&lt;/em&gt;&lt;/p&gt; &lt;p&gt;3. It will show the contact as &lt;span class=&quot;bz_postit_offline&quot;&gt;offline&lt;/span&gt; (doesn’t matter if the contact is really online or &lt;span class=&quot;bz_postit_offline&quot;&gt;offline&lt;/span&gt;). Try typing anything in the chat box. I wrote &lt;em&gt;hello&lt;/em&gt;, and got a message above saying: &lt;em&gt;&lt;span&gt;&lt;/span&gt;&lt;span class=&quot;bz_history_info&quot;&gt;You cannot send a message to a blocked contact.&lt;/span&gt;&lt;/em&gt;&lt;/p&gt; &lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://www.sizzledcore.com/wp-content/uploads/2007/10/gtalk-block-3.JPG&quot; alt=&quot;gtalk-block-3&quot; /&gt;&lt;/p&gt; &lt;p&gt;4. Press the Options button now, and click Unblock [contact name].&lt;/p&gt; &lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://www.sizzledcore.com/wp-content/uploads/2007/10/gtalk-block-4.JPG&quot; alt=&quot;gtalk-block-4&quot; /&gt;&lt;/p&gt; &lt;p&gt;5. Contact unblocked! :)&lt;/p&gt; &lt;p style=&quot;text-align: center;&quot;&gt;&lt;img src=&quot;http://www.sizzledcore.com/wp-content/uploads/2007/10/gtalk-block-5.JPG&quot; alt=&quot;gtalk-block-5&quot; /&gt;&lt;/p&gt; &lt;p&gt;See, I told you that unblocking is a little tricky. If there’s any other method, let me know below.&lt;/p&gt;&lt;p&gt;Courtesy from :&lt;br /&gt;&lt;/p&gt;&lt;p&gt;http://www.sizzledcore.com/2007/10/11/how-to-unblock-contacts-in-google-talk/&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/7654158824173967927/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/7654158824173967927' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/7654158824173967927'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/7654158824173967927'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/02/this-topic-would-sound-absurd-but-it.html' title='Unblocking Google Talk Contact'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-9181849228958260283</id><published>2009-02-23T21:25:00.001+07:00</published><updated>2009-02-23T21:27:00.733+07:00</updated><title type='text'>Why BGP MPLS VPNs?</title><content type='html'>&quot;Why do we need VPNs?&quot;&lt;br /&gt;&lt;br /&gt;We need VPNs because enterprises need private connectivity, and they need that over a shared infrastructure to minimize their costs.&lt;br /&gt;&lt;br /&gt;&quot;Why do we need MPLS?&quot;&lt;br /&gt;&lt;br /&gt;This is because MPLS offers a good infrastructure for converged networks.  Rather than using passwords, it offers hierarchy, data privacy, traffic engineering, and differentiated services.&lt;br /&gt;&lt;br /&gt;&quot;Why do we need BGP?&quot;&lt;br /&gt;&lt;br /&gt;We need BGP because it offers a common framework for providing all VPN types--Layer 2 VPNs, IP VPNs, and VPLS. In addition, it can do auto-discovery, VPN label exchange, and interprovider and carrier-to-carrier VPNs.&lt;br /&gt;&lt;br /&gt;Why do we need all these kinds of VPNs?&lt;br /&gt;&lt;br /&gt;We need Layer 2 VPNs because of their legacy; they are there and have been for a long time. &lt;br /&gt;We need IP VPNs because traffic is increasingly all IP, and any-to-any connectivity has its benefits.  Moreover, outsourcing routing can be a big cost saver.And we need VPLS, as this is an exciting new service that takes advantage of an exciting new medium, Ethernet.&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/9181849228958260283/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/9181849228958260283' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/9181849228958260283'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/9181849228958260283'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/02/why-bgp-mpls-vpns.html' title='Why BGP MPLS VPNs?'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-3121734290965205604</id><published>2009-02-23T15:59:00.005+07:00</published><updated>2009-05-15T01:34:08.657+07:00</updated><title type='text'>Debugging my fault</title><content type='html'>I had taken  a sat at JNCIP exam before. Its a remote lab, telnet-ing to physical lab in Amsterdam.&lt;br /&gt;Its an 8-hour practical exam excluding one hour lunch time, start from 10 AM to 7 PM including one hour lunch time. I had build an ISP consisting of seven M-series routers and multiple EBGP neighbors. All 7 router&#39;s IGP, BGP route reflector and EBGP neighbors had been reach up. And then i jump into IGP/BGP customization task and routing policy, but i saw the clock already 5 PM, i hurried up finish my task, and by 7 PM i feel i had meet all the requirements but i did not had time to check and verified the configuration.&lt;br /&gt;&lt;br /&gt;15 days after the exam, Gary Hausser, who is proctoring me send me an email, he said i failed the exam and i lost big points in IGP/BGP customization task and routing policy. I feel very sad to had receiving email like that. :( i realized that i had no enough time to verified again my configuration at that area. Its because i didn&#39;t wisely allocate my time wisely, the pitfall was my battle against   unfamiliar interface at beginning of exam taking 3 hour to conquered them.&lt;br /&gt;&lt;br /&gt;Debugging my fault&lt;br /&gt;After receiving email from Gary, i check again configuration my m7i&#39;s logical router, yeah i found a lot of mistake because i didn&#39;t re-read the requirements, i just follow my assumption not following what the juniper want.&lt;br /&gt;Now, i preparing myself to taking another exam by trying bunch of exam scenario and a lot of what if question...&lt;br /&gt;&lt;br /&gt;Wish me luck okay :D&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/3121734290965205604/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/3121734290965205604' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/3121734290965205604'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/3121734290965205604'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/02/debugging-my-fault.html' title='Debugging my fault'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-30650870.post-5712181623857960724</id><published>2009-02-05T15:22:00.002+07:00</published><updated>2009-02-05T15:42:45.652+07:00</updated><title type='text'>show version and haiku</title><content type='html'>IS-IS screams,&lt;br /&gt;        BGP peers are flapping:&lt;br /&gt;        I want my mommy!&lt;br /&gt;&lt;br /&gt;        IS-IS sleeps.&lt;br /&gt;        BGP peers are quiet.&lt;br /&gt;        Something must be wrong.&lt;br /&gt;&lt;br /&gt;        Look, mama, no hands!&lt;br /&gt;        Only one finger typing.&lt;br /&gt;        Easy: commit scripts.&lt;br /&gt;&lt;br /&gt;        TTL down one&lt;br /&gt;        the end nearer with each hop&lt;br /&gt;        little packet, poof.&lt;br /&gt;&lt;br /&gt;        3am; darkness;&lt;br /&gt;        Maintenance window closing.&lt;br /&gt;        Safety net: rollback.&lt;br /&gt;&lt;br /&gt;        Weeks of studying,&lt;br /&gt;        Days of lab exercises:&lt;br /&gt;        JNCIE.&lt;br /&gt;&lt;br /&gt;        Juniper babies&lt;br /&gt;        The next generation starts&lt;br /&gt;        Gotta get more sleep&lt;div class=&quot;blogger-post-footer&quot;&gt;Life..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://asad-arafat.blogspot.com/feeds/5712181623857960724/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/30650870/5712181623857960724' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5712181623857960724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/30650870/posts/default/5712181623857960724'/><link rel='alternate' type='text/html' href='http://asad-arafat.blogspot.com/2009/02/show-version-and-haiku.html' title='show version and haiku'/><author><name>Asad</name><uri>http://www.blogger.com/profile/12444937466620153938</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxCpcJ-RW1pSAFCvtYT18_kMzjEhCbJCeNPJjvsYslTSDo0yCiGKvaqk981u1cyGaOvcvZPZxIZyw_ohFQS17tSYOXXtCFbSyTShSNYF9FcaHHoch37p2zc_mEljZIgA/s113/file.jpeg'/></author><thr:total>0</thr:total></entry></feed>