<?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-1549676412409270047</id><updated>2024-09-01T16:17:46.607-07:00</updated><category term="Business Intelligence"/><category term="Online Advertising"/><category term="Ad Rank"/><category term="BI MIS 587"/><category term="CPA"/><category term="CPC"/><category term="CPR"/><category term="Collaboration Network"/><category term="Cost per action"/><category term="GOMC"/><category term="GOMC pre campaign report"/><category term="Giant graph component"/><category term="Informational Networks"/><category term="Königsberg Graph&#39;s theory"/><category term="MIS 587"/><category term="MIS587"/><category term="Paradigm shift in online advertising"/><category term="Pay per click"/><category term="Quality Score"/><category term="ROI"/><category term="Return on Investment"/><category term="Small World Phenomenon"/><category term="Super Bowl"/><category term="University Press (University of Arizona)"/><category term="ads"/><category term="advertising"/><category term="advertising online"/><category term="branded entertainment"/><category term="cost per click"/><category term="graph theory"/><category term="localization"/><category term="social media"/><title type='text'>Business Intelligence World</title><subtitle type='html'>This Blog talks about Business Intelligence and course MIS 587.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>17</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-364959887779084869</id><published>2012-04-21T23:22:00.001-07:00</published><updated>2012-04-21T23:23:29.515-07:00</updated><title type='text'>Home-Work 6 Info Graphic Resume (PREZUME)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
I was asked to make a info graphic resume so I prepared this time with help of prezi after watching several resumes at Dr. Ram&#39;s website on www.insite.eller.arizona.edu&lt;br /&gt;
I tried making my prezume and also the link for it is&lt;br /&gt;
&lt;a href=&quot;http://prezi.com/eosznkf-8hlg/kapil-goyals-prezume/&quot;&gt;http://prezi.com/eosznkf-8hlg/kapil-goyals-prezume/&lt;/a&gt;&lt;br /&gt;
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Also you can download this prezume and watch it offline from the below mentioned link:&lt;br /&gt;
&lt;a href=&quot;http://dl.dropbox.com/u/46840843/Kapil_Goyal_HW6.exe&quot;&gt;http://dl.dropbox.com/u/46840843/Kapil_Goyal_HW6.exe&lt;/a&gt;&lt;br /&gt;
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I hope you enjoy watching the prezume :))&lt;br /&gt;
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Cheers!!&lt;br /&gt;
Kapil&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/364959887779084869/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/04/home-work-6-info-graphic-resume-prezume.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/364959887779084869'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/364959887779084869'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/04/home-work-6-info-graphic-resume-prezume.html' title='Home-Work 6 Info Graphic Resume (PREZUME)'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-5683507664984921346</id><published>2012-03-04T19:25:00.002-08:00</published><updated>2012-03-04T19:25:57.711-08:00</updated><title type='text'>Excited with GOMC</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Its March, I am anxiously waiting for Spring Break and also excited that our GOMC campaign has started moving. We have three campaigns i.e. Tucson festival of Books, Food, Mexican American. Ad&#39;s has started appearing and we are short of our budget in few hours every day. CTR seems to be quiet nice for Tucson Festival of Books Campaign.&lt;br /&gt;
Here how it looks like:&lt;br /&gt;
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&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
We have limited the keywords and no started using keywords which are getting more traffic. &lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;107&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/5683507664984921346/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/03/excited-with-gomc.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/5683507664984921346'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/5683507664984921346'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/03/excited-with-gomc.html' title='Excited with GOMC'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-6676858900949885673</id><published>2012-02-28T17:41:00.002-08:00</published><updated>2012-02-28T17:41:50.027-08:00</updated><title type='text'>Getting Started with Gephi-First Graph</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Couple of days ago, I downloaded this tool and wanted to do some R&amp;amp;D with it.I started to get graph data using &lt;a href=&quot;http://thepoliticsofsystems.net/2010/03/22/netvizz-facebook-to-gephi/&quot; target=&quot;_blank&quot;&gt;netvizz – facebook to gephi.&amp;nbsp;&lt;/a&gt;&lt;br /&gt;
and generated a .GDF file for BI group on facebook. I got 72 nodes and 1652 edges. In this case, the nodes are people and the edges show that one person is following another. Here are some of the screen-shots of how I generated Gephi graph. I really found this tutorial posted on blackboard by Dr. Ram to be helpful. Kindly refer more for these graphs on that tutorial.&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/6676858900949885673/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/getting-started-with-gephi-first-graph.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/6676858900949885673'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/6676858900949885673'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/getting-started-with-gephi-first-graph.html' title='Getting Started with Gephi-First Graph'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvp0Rhj_96pk38Lxz7RhAHvcf7C6CO7ARF_s0IUQFbKUvtH3dWBeNEsmvVED0ITZwLB7C_BuGHybVicDnGMjBZTNhAWCGoZEE0dE3E7m6Cs433-8Ntq5lufqmGgWz-X4r5A6iaQO4ZJg9j/s72-c/1.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-1993201852995988635</id><published>2012-02-28T15:33:00.002-08:00</published><updated>2012-02-28T17:24:32.448-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Collaboration Network"/><category scheme="http://www.blogger.com/atom/ns#" term="Giant graph component"/><category scheme="http://www.blogger.com/atom/ns#" term="graph theory"/><category scheme="http://www.blogger.com/atom/ns#" term="Informational Networks"/><category scheme="http://www.blogger.com/atom/ns#" term="Königsberg Graph&#39;s theory"/><category scheme="http://www.blogger.com/atom/ns#" term="Small World Phenomenon"/><category scheme="http://www.blogger.com/atom/ns#" term="social media"/><title type='text'>2/22/2012...Introduction to graph Theory</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
In the lecture given by Dr. Sudha Ram on Graph theory, she started with Königsberg Graph&#39;s theory and the bridges that graph theory was all about edges, nodes and connecting them together. She discussed about Informational networks which help move information move from one place to another and how today they were looked in the context of social media. One major area of discussion was constructing a Collaboration Network where you try to find the shortest path between 2 nodes to build a transportation network with the help of hubs.&lt;br /&gt;
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She told about degree which is number of links that are
connected to a node. In-degree in which incoming edges are counted for a node
and in out-degree outgoing edges are counted for a note.&lt;/div&gt;
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Some questions which were answered were: what we are going
to do to grow the nodes? How am I going to connect nodes in network using
directed or undirected nodes?&lt;/div&gt;
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We learned about the Giant graph component on web where
significant portion or nodes o websites are connected to each other and there
are very few nodes which are not connected to each other. Two huge graphs could
be compared based on average degree, one with more average degree is well
connected with another.&lt;/div&gt;
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Another concept was Small World Phenomenon in which a study
of WWW and social media shows that if we take any pair of nodes, there is a
surprisingly less distance between two arbitrary nodes.&lt;br /&gt;
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Below is a graph which I generated using Gephi from facebook data. In this case, the nodes are people and the edges show that one person is following another. Generated .gdf file using &lt;a href=&quot;http://thepoliticsofsystems.net/2010/03/22/netvizz-facebook-to-gephi/&quot;&gt;netvizz – facebook to gephi&lt;/a&gt;&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/1993201852995988635/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/2222012introduction-to-graph-theory.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/1993201852995988635'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/1993201852995988635'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/2222012introduction-to-graph-theory.html' title='2/22/2012...Introduction to graph Theory'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaZiwV6rSaNxHVWiemJCreulKM1_Z0nYB5Jwz6Na0pqAGUA9kxRYHC5mrFZd4sHbHqW_0NJFDsiMOLWMcfdJo0oOfa0Q1PtS-3HhRXOGd3Sp-khjPJDMrYQKHFR0sKRUPvIVLYfxla9Wbd/s72-c/v5im5.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-8208329584079681503</id><published>2012-02-21T22:22:00.000-08:00</published><updated>2012-02-21T23:53:22.976-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="BI MIS 587"/><category scheme="http://www.blogger.com/atom/ns#" term="GOMC"/><category scheme="http://www.blogger.com/atom/ns#" term="GOMC pre campaign report"/><category scheme="http://www.blogger.com/atom/ns#" term="MIS 587"/><category scheme="http://www.blogger.com/atom/ns#" term="MIS587"/><category scheme="http://www.blogger.com/atom/ns#" term="University Press (University of Arizona)"/><title type='text'>Journey so Far till precampaign report - GOMC</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
So Far So Good!!&lt;br /&gt;
We gave presentation for our campaign strategy to Dr. Ram telling her about our client i.e. University Press (University of Arizona) and how we designed campaigns to progress towards our goal and increase profits for our clients. She gave us a nice feedback on how to improve our pre campaign report for Google Online Marketing Challenge (GOMC). There were around 7 teams which gave the presentation and had talks about their respective clients. The main thing which I personally liked about this campaign is its three week period which is most challenging task in order to increase the profits of client using ad-words on Google, while some of its benefits are that we get a certificate from Google if we have a client which is Non Profit Organization (NPO) and $250 assigned to every team to advertise for their client.&lt;br /&gt;
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We had 3 campaigns which were:&lt;br /&gt;
1. Tucson Festival of Books&lt;br /&gt;
2. Mexican American Chicano Movement&lt;br /&gt;
3. Foods of Sonoran Desert&lt;br /&gt;
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We have goal to sell around 20 books online during this three week period on which our client is providing 20% discount after downloading coupons from University Press Website (http://www.uapress.arizona.edu/). We decided to sell 20 books which are on average $20-25 per copy or at-least one $250 book. Well, to conclude I am more interested in knowing more about concepts from Dr Sudha Ram in this course MIS 587 and give my best shot with the team to win this case competition and visit Google&#39;s Headquarters with team and Dr. Ram.&lt;br /&gt;
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Appendix:&lt;br /&gt;
Client Website: http://www.uapress.arizona.edu/&lt;br /&gt;
GOMC project: http://www.google.com/onlinechallenge/ &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/8208329584079681503/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/journey-so-far-till-precampaign-report.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8208329584079681503'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8208329584079681503'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/journey-so-far-till-precampaign-report.html' title='Journey so Far till precampaign report - GOMC'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-1093056000839097057</id><published>2012-02-21T20:58:00.000-08:00</published><updated>2012-02-21T21:07:05.061-08:00</updated><title type='text'>Strategies for Pre Campaign GOMC</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
In the lecture by Dr. Ram today on Long Tail Keywords, I hope we can get a lot more still on this project. The keyword matching options for our ads to pop up in front was a very tactical strategy. Well coming on to Long Tail Keywords(&lt;b&gt;MandelBrot&lt;/b&gt;--Father of Long Tail), &lt;b&gt;Long tail keywords&lt;/b&gt; are a type of keyword phrase that 
has at least three, and some times as many as five words in the phrase. 
Long tail keywords are used when the website wants to refine search 
terms to the web page, as well as when the searcher is looking for 
something rather specific. Like normal keywords, long tail keywords are 
used to define what is on the web page and what the publisher wants to 
be found under in search engines and on search engine results pages. 
These keywords are highly specific, and draw less traffic for the 
website, but tend to draw more quality traffic, which leads in more 
conversions than normal keywords. Long tail keywords can also be used by
 publishers and visitors in different ways.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;272&quot; 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&quot; width=&quot;400&quot; /&gt; &lt;br /&gt;
&lt;b&gt;5 Myths about Long Tail Keywords:&lt;/b&gt;&lt;br /&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;1) Long tail keywords won’t bring you much traffic.&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;2) Long Tail Keywords aren’t worth the trouble.&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;3) Long tail keywords are for established websites.&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;4) 1 Long tail keyword per piece of content.&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;5)Only focus on long tail keywords.&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Benefiting from the Long Tail:&lt;/span&gt;&lt;/b&gt;&amp;nbsp;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;1. There is less competition so you can rank on the first page of Google 
for long tail keywords far easier than ranking for short tail keywords&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;2. If you target lots of long tail keywords you can get lots of easy traffic&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;3. The visitors searching for long tail keywords know exactly what they 
want, be it ‘Small Business Web Design’ or ‘Half Price Armani Suits’, 
they know exactly what they want and hopefully you can provide it to 
them.&lt;/span&gt;
 &lt;/h2&gt;
&lt;h2&gt;

 &lt;/h2&gt;
&lt;h2&gt;

 &lt;/h2&gt;
&lt;h2&gt;

 &lt;/h2&gt;
&lt;h2 style=&quot;font-weight: normal;&quot;&gt;

 &lt;/h2&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/1093056000839097057/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/strategies-for-pre-campaign-gomc.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/1093056000839097057'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/1093056000839097057'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/strategies-for-pre-campaign-gomc.html' title='Strategies for Pre Campaign GOMC'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-6099837036448813445</id><published>2012-02-15T09:22:00.000-08:00</published><updated>2012-02-15T09:22:29.524-08:00</updated><title type='text'>Optimization of Social Spaces</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h6&gt;

&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; font-weight: normal;&quot;&gt;Today we had a
seminar by Gilad Loton, head of R&amp;amp;D for a startup called SocialFlow.&lt;/span&gt;&lt;/h6&gt;
&lt;h6&gt;

&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; font-weight: normal;&quot;&gt;The summary of his
Seminar is as:&lt;/span&gt;&lt;/h6&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Attentive to signals we can map out ppl n make
better decisions, Take data and visualize it.See it.For example, Al jazeera
audience&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Twitter is important in media world. Media
entities are publishing their content through twitter, people publish news as
it happens&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Journalists have wider following&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span class=&quot;messagebody&quot;&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;messagebody&quot;&gt;We use
data to help if our perceptions lie on what is really happening&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;messagebody&quot;&gt;Size of audience does not matter to
get more engagement.When u say it.u just say it.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;It’s a great platform to spread information&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;He told about network mapping of audience that
how they grab contents and map them.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Check what topics appear more often and
generate graphs using Gephi.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;People are interested in topics. Some are quiet.
For example, the news of earthquake spread like a fire as it happened in USA,
so that people from Richmond knew it sometime earlier.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Make technologies more effective we need to see
what audience is talking now and if their topics are addressed we can visualize
how sort they fit in.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;They compare audiences..TCOT—top conservatives on
twitter.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Check how different audience behave differently&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;He gave an example of coffee shop that how sharp
spikes for keyword ‘COFFEE’ are observed in morning in morning.’TIRED’ rise in
evening.some other keywords were starbucks, coffee, morning, tired.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Game starts and game end.at end tons of
excitement..They algorithmically extract n identify the peak&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;People’s perception of one candidate….just by
lookin at language.We can understand people’s perception..Justin Beiber and Economist—how
many people follow it combined..&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Nasa to map data about aurora b/c people publish
data..if u mind it in grt way u cn make grt advances in science..space n time
helps tweets..bitly..u cn get information and u get ur own hashtag. Cn see how
many ppl click wen u actually send it..we use data to help if our perceptions
lie on what is really happening&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Mapping info flows..Us army killed osama on sunday
night &amp;amp; news came..monday mornin..big headlines..twitter broke the
news..ppl started buzzing abt it…&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&amp;nbsp;Cheering for
Yankees..hashtag..we saw who participated..data laid out by social hops..to visualize
data..&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;As Debbie Chachra writes on Twitter: “Urban
rioting existed before SMS/social media. You know what didn’t? Large-scale
community cleanups, spontaneously organized within hours.”&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Know ur audience—what they tak,,hw they r
connected..We build all these mental models..People who follow me..what they
tend to like..But as n/w grows it would be difficult to keep it in head..we
need to make better decisions&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;&lt;span style=&quot;font-family: Symbol;&quot;&gt;·&lt;span style=&quot;font: 7pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;Topic+Timing+Network.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/6099837036448813445/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/optimization-of-social-spaces.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/6099837036448813445'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/6099837036448813445'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/optimization-of-social-spaces.html' title='Optimization of Social Spaces'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-1926620249352989382</id><published>2012-02-10T12:32:00.000-08:00</published><updated>2012-02-10T12:32:17.702-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ads"/><category scheme="http://www.blogger.com/atom/ns#" term="advertising"/><category scheme="http://www.blogger.com/atom/ns#" term="branded entertainment"/><category scheme="http://www.blogger.com/atom/ns#" term="Business Intelligence"/><category scheme="http://www.blogger.com/atom/ns#" term="Cost per action"/><category scheme="http://www.blogger.com/atom/ns#" term="cost per click"/><category scheme="http://www.blogger.com/atom/ns#" term="CPA"/><category scheme="http://www.blogger.com/atom/ns#" term="localization"/><category scheme="http://www.blogger.com/atom/ns#" term="Online Advertising"/><category scheme="http://www.blogger.com/atom/ns#" term="Paradigm shift in online advertising"/><title type='text'>Paradigm Shift in Online Advertising</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;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;These days
online advertising is becoming far more interesting than the traditional source
of advertisement due to:&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: #eeeeee; color: black;&quot;&gt;

&lt;/span&gt;&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;1.
Localization: better local ad based targeting based on geographical location&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10.0pt;&quot;&gt;2. The other
is COST PER ACTION rather than COST PER CLICK. Paying
for ads based on cost per action means that one does not pay the publisher
until he/she gets the action desired from the ad. For example, if an advertiser
wants its banner ad to drive someone to an online store to buy the advertised
product, then the company won&#39;t have to pay until someone actually clicks the
ad and completes the purchase.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;br /&gt;&lt;/div&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/AVvXsEhFLYywgpxFfKQDNX9d_ficRKPjIWzHZopGIRxIL_oPo9KblfZgYZMQHr_TMCveUrcC_A25gH1OprdzViSaPTNK18mJG4Mh-zCVUzAtTllNULG0C3MyjszmmI-AKCMcm90WXYfFYq4r01C7/s1600/ppp.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFLYywgpxFfKQDNX9d_ficRKPjIWzHZopGIRxIL_oPo9KblfZgYZMQHr_TMCveUrcC_A25gH1OprdzViSaPTNK18mJG4Mh-zCVUzAtTllNULG0C3MyjszmmI-AKCMcm90WXYfFYq4r01C7/s1600/ppp.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;Another
growth area is “branded entertainment”, where advertisers and broadcasting
executives thoroughly plan shows to achieve maximum brand impact. The stated goal
is to avoid traditional advertising’s pitfalls: “to tightly weave a brand or
product into content and to counter consumers growing habit of zapping, zipping
or otherwise avoiding traditional commercial pitches” (The New York Times, July
21, 2005).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: #eeeeee; color: black;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: #eeeeee;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 10pt;&quot;&gt;CONCLUSIONS&lt;br /&gt;
The advertising industry is undergoing a momentous time of change worldwide.
The crisis of the 30-second spot and the lackluster performance of traditional
media like terrestrial television, print and radio are having a profound
influence in advertising-supported media. In a way, the advertising industry is
disrupted by technology. So they are terrestrial broadcasting, publishing and
radio. Advertising follows consumers. And consumers are talking loud. They like
good ads that travel increasingly around the internet. But they do not like
excess. Technology makes increasingly difficult for advertising to appear as an
interruption: consumers are more in control. A better audience understanding
will help companies in those industries to develop advertising strategies that
are relevant to consumers. The emergence of online advertising, innovative
out-of home solutions and “branded entertainment” will continue to draw
researchers’ and industry attention. This situation calls for a revamp in the
way advertising media plans are laid out.&lt;/span&gt;&lt;span style=&quot;font-size: 10.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background-color: #eeeeee;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/1926620249352989382/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/paradigm-shift-in-online-advertising.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/1926620249352989382'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/1926620249352989382'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/paradigm-shift-in-online-advertising.html' title='Paradigm Shift in Online Advertising'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFLYywgpxFfKQDNX9d_ficRKPjIWzHZopGIRxIL_oPo9KblfZgYZMQHr_TMCveUrcC_A25gH1OprdzViSaPTNK18mJG4Mh-zCVUzAtTllNULG0C3MyjszmmI-AKCMcm90WXYfFYq4r01C7/s72-c/ppp.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-3189529531214670656</id><published>2012-02-10T10:56:00.000-08:00</published><updated>2012-02-10T11:06:03.697-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ad Rank"/><category scheme="http://www.blogger.com/atom/ns#" term="advertising online"/><category scheme="http://www.blogger.com/atom/ns#" term="Business Intelligence"/><category scheme="http://www.blogger.com/atom/ns#" term="CPC"/><category scheme="http://www.blogger.com/atom/ns#" term="CPR"/><category scheme="http://www.blogger.com/atom/ns#" term="Online Advertising"/><category scheme="http://www.blogger.com/atom/ns#" term="Pay per click"/><category scheme="http://www.blogger.com/atom/ns#" term="Quality Score"/><category scheme="http://www.blogger.com/atom/ns#" term="Return on Investment"/><category scheme="http://www.blogger.com/atom/ns#" term="ROI"/><category scheme="http://www.blogger.com/atom/ns#" term="Super Bowl"/><title type='text'>ONLINE ADVERTISING--&gt;CPC,CTR,ROI,Quality Score, Ad Rank</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&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/AVvXsEg6NC0yX9S1Oq5ZJ_lz11dQ4aI_vdlKxH3_y-mfoI1iwWiYbiF9Z_ik8FSOpGihTn9qyAxeCQrXSZl8X5d3u_KiZidsuhKG9OohOiG0CbjggPqgdpbzbXjOCVBNbKcZYJwaKeYrJEGYYJTE/s1600/adsss.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6NC0yX9S1Oq5ZJ_lz11dQ4aI_vdlKxH3_y-mfoI1iwWiYbiF9Z_ik8FSOpGihTn9qyAxeCQrXSZl8X5d3u_KiZidsuhKG9OohOiG0CbjggPqgdpbzbXjOCVBNbKcZYJwaKeYrJEGYYJTE/s200/adsss.jpg&quot; width=&quot;166&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
The term online advertising
 is simply a term that relates to advertising online, or advertising 
over the Internet. In practice online advertising is about getting your 
website in front of the people who are interested in your product or 
service. &lt;br /&gt;
The thing to notice here is that you have to pay different every time your ad gets clicked.The key terms here are: High Ad rank, Quality Score, CPC, CTR&lt;br /&gt;
Ad Rank=f(CPC, Quality Score)&lt;br /&gt;
You dont want to keep bidding more and more but you wold like to increase your Quality Score by CTR i.e. Click Through Rate.&lt;br /&gt;
CTR= no of clicks / no of impressions &lt;br /&gt;
If your keyword matches what people are searching for and once your ad starts appearing up, your CTR is going to go up and sometimes it is difficult to achieve high CTR in small business. 1-2% is a good CTR. ROI is calculated by how much u spend and how much u gain from ur campaign which is defined by number of conversions and not just the high CTR.&lt;br /&gt;
You can calculate your ROI when u r not selling anything..for ex school video when you are a non profit &lt;br /&gt;
how much u r saving than how much are u spending.Reason u do this b/c u want to calculate performance management.&lt;br /&gt;
&lt;br /&gt;
A superbowl ad may cost $3.5million for 30 second. In your Pay-per-Click campaign, a quality score is shown for each keyword. Quality Score is used in several different ways, including influencing your keywords’ actual cost-per-clicks (CPCs) and estimating the first page bids that you see in your account.&lt;br /&gt;
&lt;br /&gt;
In your Pay-per-Click campaign, a quality score is shown for each keyword. Quality Score is used in several different ways, including influencing your keywords’ actual cost-per-clicks (CPCs) and estimating the first page bids that you see in your account.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/3189529531214670656/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/online-advertising-cpcctrroiquality.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/3189529531214670656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/3189529531214670656'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/online-advertising-cpcctrroiquality.html' title='ONLINE ADVERTISING--&gt;CPC,CTR,ROI,Quality Score, Ad Rank'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6NC0yX9S1Oq5ZJ_lz11dQ4aI_vdlKxH3_y-mfoI1iwWiYbiF9Z_ik8FSOpGihTn9qyAxeCQrXSZl8X5d3u_KiZidsuhKG9OohOiG0CbjggPqgdpbzbXjOCVBNbKcZYJwaKeYrJEGYYJTE/s72-c/adsss.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-8964854203559599279</id><published>2012-02-05T22:01:00.000-08:00</published><updated>2012-02-05T22:02:42.271-08:00</updated><title type='text'>Are you Twitteroholic or Facebookoholic?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Social Media has become one of the aspects in which every company begins
 to investigate when they are looking to ramp up their online marketing 
efforts.  Particularly in the past couple of years, we are constantly 
advised that using FaceBook and Twitter to increase our presence and 
connect with our customers is paramount to our success.  So how useful 
and powerful are these elements really?&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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvnO-Dtdcbpz1ZLQI4kIaCzeHXTyeEuIbrhIzZYMY1oZmLhqajhIByxcqk1G9ae9jfsvXBBHg4genESilacjC9if68yR1FBXCvrQNDP5QsgUSP9UYMVLMg25Og9k2SSpDQ8Pr2NDorj0e8/s1600/fb-twitter-cartoon.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;175&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvnO-Dtdcbpz1ZLQI4kIaCzeHXTyeEuIbrhIzZYMY1oZmLhqajhIByxcqk1G9ae9jfsvXBBHg4genESilacjC9if68yR1FBXCvrQNDP5QsgUSP9UYMVLMg25Og9k2SSpDQ8Pr2NDorj0e8/s400/fb-twitter-cartoon.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Twitter and FaceBook, can be used to highlight the 
features and issues that companies want to promote, and at the same time
 conveniently ignore any grievances or complaints of customers.  Unless 
those customers have their own prominent Twitter following, they are 
unlikely to get much traction, and the company can focus more on the 
customers who are positive.  For example, a company can post a link to 
its ad campaign, which will be viewed by thousands, and then reply to 
followers who are relatively commendatory of the campaign and the 
products being sold. &lt;br /&gt;
&lt;br /&gt;
The current vogue of using social networking, particularly FaceBook and 
Twitter, has led to them both being avenues of advertising that people 
are willing to actively accept.  Customers will opt-in to view your 
posts, which gives you an impressive base of followers that you know are
 a key part of your demographic.  Currently, there is an acceptance from
 these people to digest your marketing without the usual heavy veil of 
cynicism that has begun to plague traditional forms of marketing.  If 
you play your cards right, it can lead to a general rise in your brand 
worth that is hard to come by through other media.&lt;br /&gt;
&lt;br /&gt;
Source @ http://businessontwitter.co.uk/twitter/2010/12/using-social-media-to-promote-your-brand-image/ &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/8964854203559599279/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/are-you-twitteroholic-or-facebookoholic.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8964854203559599279'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8964854203559599279'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/are-you-twitteroholic-or-facebookoholic.html' title='Are you Twitteroholic or Facebookoholic?'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvnO-Dtdcbpz1ZLQI4kIaCzeHXTyeEuIbrhIzZYMY1oZmLhqajhIByxcqk1G9ae9jfsvXBBHg4genESilacjC9if68yR1FBXCvrQNDP5QsgUSP9UYMVLMg25Og9k2SSpDQ8Pr2NDorj0e8/s72-c/fb-twitter-cartoon.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-4696783999585669711</id><published>2012-02-05T20:44:00.000-08:00</published><updated>2012-02-05T20:44:27.143-08:00</updated><title type='text'>InMaps--The New Buzz in the city</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Are you a LinkedIn User, well if yes you get to know about the these LinkedIn Inmaps..&lt;br /&gt;
Now you will ask me WHY?&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;To visualize what your network looks like&lt;/li&gt;
&lt;li&gt;Would your connections form clusters or group&lt;/li&gt;
&lt;li&gt;Do you know that you and your connections are related to each other&lt;/li&gt;
&lt;li&gt;You can also identify hubs between your professional networks&lt;/li&gt;
&lt;/ul&gt;
Well, I think these pictures say more than 1000 words&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWPZV1jKrdGeKwLZpLe7Xs4143db-fI02sSjsD5U9yYveoO9wCFqPEn-ZY-M-RCjgKKhy_2WqsFP68YcXo3UmdmK8hjtNBwNspYitlnlUIn9BeaRl5XSSZ4bpp15j7u89p_oWY1YK58Qbg/s1600/linkedin+map.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;259&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWPZV1jKrdGeKwLZpLe7Xs4143db-fI02sSjsD5U9yYveoO9wCFqPEn-ZY-M-RCjgKKhy_2WqsFP68YcXo3UmdmK8hjtNBwNspYitlnlUIn9BeaRl5XSSZ4bpp15j7u89p_oWY1YK58Qbg/s400/linkedin+map.JPG&quot; width=&quot;400&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;span id=&quot;goog_1608454269&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1608454270&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;My LinkedIn Inmaps&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;InMaps  is an interactive visual representation of your professional 
universe  that answers all of the above questions. &amp;nbsp;It’s a great way to 
understand  the relationships between you and your entire set of 
LinkedIn  connections. With it you can better leverage your professional
 network  to help pass along job opportunities, seek professional 
advice, gather  insights, and more.&lt;br /&gt;

Here’s  how it works: your map is color-coded to represent different 
 affiliations or groups from your professional career, such as your  
previous employer, college classmates, or industries you’ve worked in. &lt;br /&gt;
 &lt;br /&gt;
 &lt;br /&gt;
 &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/4696783999585669711/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/02/inmaps-new-buzz-in-city.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/4696783999585669711'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/4696783999585669711'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/02/inmaps-new-buzz-in-city.html' title='InMaps--The New Buzz in the city'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWPZV1jKrdGeKwLZpLe7Xs4143db-fI02sSjsD5U9yYveoO9wCFqPEn-ZY-M-RCjgKKhy_2WqsFP68YcXo3UmdmK8hjtNBwNspYitlnlUIn9BeaRl5XSSZ4bpp15j7u89p_oWY1YK58Qbg/s72-c/linkedin+map.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-7973123283830556064</id><published>2012-01-31T18:42:00.000-08:00</published><updated>2012-01-31T18:42:34.221-08:00</updated><title type='text'>Making use of Online data to improve your offline business</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Are you potentially missing out by not using knowledge of your 
online/website visitors to improve your offline marketing success? 
(Offline could mean printed media, trade fairs, radio, in-store etc.)&lt;br /&gt;
&lt;br /&gt;
These days websites are not just the source of letting people know what their nature is or what are they about. Their mission has changed in the sense what they do, in short websites are not just for informational purpose these days. Today they are action oriented, they want people to visit themselves and let people do some conversions on them. For example, an alumni visiting eller college website and may be interested in donating or help in internships or jobs.&lt;br /&gt;
 &lt;br /&gt;
1. There are ways to measure the success of offline marketing campaigns 
using website analytics! For example, create a landing page with a 
memorable URL, like yoursite.com/specialoffer or yoursite.com/radio, and
 direct campaign ads there. Tracking visitors and their “journey” from 
the landing page through your site will help quantify the success of 
your campaign.&lt;br /&gt;
&lt;br /&gt;
2. A new landing page for each type of offline activity will also help you 
to track numbers and conversion rates for visitors attracted via each 
type of advertisement or offline activity.&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;
&lt;strong&gt;Using online analytics to influence offline marketing&lt;/strong&gt;&lt;/h3&gt;
Have you ever considered using all that information you can access 
about your online customers to help shape up your offline marketing 
efforts?&lt;br /&gt;
&lt;br /&gt;
As Dr. Ram gave an example in class about Ataccama that how they got to know about her when she decided to use their data profiler tool for the last year&#39;s class or take a example where a bicycle store owner may find one of his most popular 
articles involves basic maintenance tasks, like changing a tire or 
lubricating the chain. In this case, a basic bike maintenance clinic 
might help draw website customers into the store.
&lt;br /&gt;
Most analytics track where people come from and where they go when 
they leave your online store. Again, this information could uncover a 
need your store can fill. In the bicycle store example above, you may 
find people are leaving to visit bicycle trail maps – perhaps organizing
 a group ride would help draw people to your store and help them find 
the best local cycling routes.&lt;br /&gt;
 &lt;br /&gt;
 &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/7973123283830556064/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/01/making-use-of-online-data-to-improve.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/7973123283830556064'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/7973123283830556064'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/01/making-use-of-online-data-to-improve.html' title='Making use of Online data to improve your offline business'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-2596768880480168759</id><published>2012-01-24T18:51:00.000-08:00</published><updated>2012-01-24T18:51:54.493-08:00</updated><title type='text'>Aspects of Google Analytics</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
Dr. Ram in her third lecture told us about 2 aspects of google analytics.&lt;br /&gt;
1. Mechanical Aspect: It relates to some things on your blog like How do I set timeline, What is it showing, different widgets present on dashboards.&lt;br /&gt;
She told us that KPI&#39;s were kind of metrics itself which are tightened into objectives and goals or how we gaze health by looking certain indicators whether we are reaching it or going down.&lt;br /&gt;
&lt;br /&gt;
She told us about Avinash Kaushik&#39;s blog and Devi added more interest to my curiosity by telling us how Avinash uses his concepts to explain things and as I read it I came across many interesting articles which I am posting here on my blog today. &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&quot;What is the difference between a metric and a key performance indicator (KPI)?&quot;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&quot;What is a dimension in analytics?&quot;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;
&quot;What is segmentation?&quot;&lt;br /&gt;

&quot;Are goals metrics?&quot;&lt;br /&gt;

And many more.&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;Goals:&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;
&lt;blockquote&gt;
Goals are specific strategies you&#39;ll leverage to accomplish your business objectives.&lt;/blockquote&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/AVvXsEhwkyLYK_Nq0yMraUifo3oMxSepjQZh04IjEsvIaEpsBuy5BTb6NHGtL2-S80dzP1zzi9bYWuZy13KfhMgE4fQv2bgQHuXc58SXbeK2ilrJ34aWyT00zrsC9L7vaGJSuO6jEBsnTZB_WBlz/s1600/goal.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwkyLYK_Nq0yMraUifo3oMxSepjQZh04IjEsvIaEpsBuy5BTb6NHGtL2-S80dzP1zzi9bYWuZy13KfhMgE4fQv2bgQHuXc58SXbeK2ilrJ34aWyT00zrsC9L7vaGJSuO6jEBsnTZB_WBlz/s1600/goal.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;It goes something like this. . .&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;
Sell more stuff really means we have to:&lt;br /&gt;

&lt;ul&gt;1. do x&lt;br /&gt;
2. improve y&lt;br /&gt;
3. reduce z&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;The beauty of goals is that they reflect specific strategies. They are really &lt;b&gt;DUMB: &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;Doable. Understandable. Manageable. Beneficial&lt;/b&gt;.&lt;/span&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;. They are priorities&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;a class=&quot;APEignored&quot; href=&quot;&quot; name=&quot;metric&quot;&gt;Metric:&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;
&lt;blockquote&gt;
A metric is a number.&lt;/blockquote&gt;
That is the simplest way to think about it.&lt;br /&gt;

Technically a metric can be a &lt;strong&gt;Count&lt;/strong&gt; (a total) or a &lt;strong&gt;Ratio&lt;/strong&gt; (a division of one number by another).&lt;br /&gt;

Examples of metrics that are a Count is Visits or Pageviews.&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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgat1bqi4GpnsPAo9YnD7ujfV9ryJUfTaYehY4CAPnn7L1C0vBlZ-i7HoPxV6X7tJHJXa010pgeREAbY8GAoT8ZL759jFJ-FS78-zh4UJK6MzK73lzHtUKL-mpdC197PI0F-x5zinWHbWJd/s1600/web_analytics_metrics.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;319&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgat1bqi4GpnsPAo9YnD7ujfV9ryJUfTaYehY4CAPnn7L1C0vBlZ-i7HoPxV6X7tJHJXa010pgeREAbY8GAoT8ZL759jFJ-FS78-zh4UJK6MzK73lzHtUKL-mpdC197PI0F-x5zinWHbWJd/s320/web_analytics_metrics.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;/ul&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;a class=&quot;APEignored&quot; href=&quot;&quot; name=&quot;kpi&quot;&gt;Key Performance Indicator:&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;

Key performance indicators (KPI&#39;s) are metrics. But not normal metrics. They are our BFF&#39;s(Best Friends forever)&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;A key performance indicator (KPI) is a metric that helps you understand how you are doing against your objectives.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;I run &lt;a class=&quot;APEdocument APEexternal&quot; href=&quot;http://www.bestbuy.com/&quot;&gt;www.bestbuy.com&lt;/a&gt;. My business objective is to sell lots of stuff. My web analytics KPI is: &lt;strong&gt;Average Order Size&lt;/strong&gt;.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;I run &lt;a class=&quot;APEdocument APEexternal&quot; href=&quot;http://www.nytimes.com/&quot;&gt;www.nytimes.com&lt;/a&gt;. My business objective is to make money. One of my KPI&#39;s is: &lt;strong&gt;Visitor Loyalty&lt;/strong&gt; (number of visits to the site by the same person in a month) and another one is &lt;strong&gt;# of clicks on banner ads&lt;/strong&gt;.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;No matter how metrics rich you are. You&#39;ll be information poor. Forever. So. Don&#39;t be.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;Business Objectives -&amp;gt; Goals -&amp;gt; KPI&#39;s -&amp;gt; Metrics -&amp;gt; Magic.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;a class=&quot;APEignored&quot; href=&quot;&quot; name=&quot;dimension&quot;&gt;Dimension:&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;
&lt;blockquote&gt;
A dimension is, typically, an attribute of the Visitor to your website.&lt;/blockquote&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/AVvXsEhgQukViPdMAppCfMuYTC9dOsdrxfvN3UhojeXASlruP4Lge7xGyq-s5jzuVstufxBLPcls2qBc1_f5G8n6cJrr_UWlo0qB_PDKP02TVtdYc0PXEdN3zc3tr1MsXZnNMIk6RfykfN7OgoBS/s1600/business-intelligence-erp-smartview3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgQukViPdMAppCfMuYTC9dOsdrxfvN3UhojeXASlruP4Lge7xGyq-s5jzuVstufxBLPcls2qBc1_f5G8n6cJrr_UWlo0qB_PDKP02TVtdYc0PXEdN3zc3tr1MsXZnNMIk6RfykfN7OgoBS/s1600/business-intelligence-erp-smartview3.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;The activity a person performed such as the 
landing page name, the subsequent pages they saw, videos they played, 
searches they did on your website and the products they purchased are 
all dimensions.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;
Finally the day they visited, the days since their last visit (if 
returning visitor) the number of visits they made, the number of pages 
they saw are all dimensions as well. I know, I know, they sound like 
metrics. But they are, as the definition says up top, attributes of the 
visitor and their activity on your website.&lt;/span&gt;&lt;/span&gt; &lt;span id=&quot;goog_805378802&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_805378803&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;/span&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt;2nd Aspect of GA:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;Analytical Aspect: Here we ask questions..Why Peaks and Valleys? When they are happening? from Where people are coming from?..Why this is happening?&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;Believe me once you get over this, it would become a nice addiction..:)&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/2596768880480168759/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/01/aspects-of-google-analytics.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/2596768880480168759'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/2596768880480168759'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/01/aspects-of-google-analytics.html' title='Aspects of Google Analytics'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwkyLYK_Nq0yMraUifo3oMxSepjQZh04IjEsvIaEpsBuy5BTb6NHGtL2-S80dzP1zzi9bYWuZy13KfhMgE4fQv2bgQHuXc58SXbeK2ilrJ34aWyT00zrsC9L7vaGJSuO6jEBsnTZB_WBlz/s72-c/goal.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-3442255354069965752</id><published>2012-01-18T19:37:00.000-08:00</published><updated>2012-01-18T19:39:29.283-08:00</updated><title type='text'>Google Analytics for Business Intelligence</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Today we started new chapter on Google Analytics. Dr Ram gave an overview about BI, Data Profiling and Cleansing, KPI&#39;s, Web Metrics, Google Analytics and last but not the least she told us about 6 W&#39;s principle:&lt;br /&gt;
WHAT, WHO,WHERE,WHEN,WHICH,WHY&lt;br /&gt;
&lt;br /&gt;
Coming on to google analytics, I installed google analytics tracking code on my website today(Ohh I should have done it a month before, such a nice thing to track and manage your data) using the link:&lt;br /&gt;
&lt;br /&gt;
http://support.google.com/googleanalytics/bin/answer.py?hl=en&amp;amp;answer=55488&lt;br /&gt;
&lt;br /&gt;
Also I added Google Adsense, Cool Gadgets which are really useful to my users who are visiting the website like they can search amazon on a single click.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Also I am posting the video of how to install google analytics tracking code on your blogspot.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/EuWjacaVNL8&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;

&lt;br /&gt;
&lt;br /&gt;
Also the below mentioned video is the crux of the blog today i.e.&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Google Analytics for Business Intelligence&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/Of3uc2Aum-o&quot; width=&quot;420&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/3442255354069965752/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/01/google-analytics-for-business.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/3442255354069965752'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/3442255354069965752'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/01/google-analytics-for-business.html' title='Google Analytics for Business Intelligence'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/EuWjacaVNL8/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-8128477379276782589</id><published>2012-01-16T21:38:00.000-08:00</published><updated>2012-01-16T21:42:38.992-08:00</updated><title type='text'>Lets get Started with BI</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
I was always curious to learn this Business Intelligence thing from my Green Field training days at Accenture. They used to call it Business Warehouse those days. I am excited and little bit filled with this eery feeling of my new journey into the beautiful world of DATA and my morning class at 8am.
We had first class with Dr. Sudha Ram and she gave a brief overview of BI and Google analytic for which we would be making our team project.&lt;br /&gt;
&lt;br /&gt;
Business intelligence (BI) is a broad category of applications and technologies for gathering, storing, analyzing, and providing access to data to help enterprise users make better business decisions. BI applications include the activities of decision support systems, query and reporting, online analytical processing (OLAP), statistical analysis, forecasting, and data mining.&lt;br /&gt;
&lt;br /&gt;
Business intelligence applications can be:&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;
    Mission-critical and integral to an enterprise&#39;s operations or occasional to meet a special requirement&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Enterprise-wide or local to one division, department, or project&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Centrally initiated or driven by user demand&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; This term was used as early as September, 1996, when a Gartner Group report said:&lt;br /&gt;
&lt;br /&gt;
By 2000, Information Democracy will emerge in forward-thinking enterprises, with Business Intelligence information and applications available broadly to employees, consultants, customers, suppliers, and the public. The key to thriving in a competitive marketplace is staying ahead of the competition. Making sound business decisions based on accurate and current information takes more than intuition. Data analysis, reporting, and query tools can help business users wade through a sea of data to synthesize valuable information from it - today these tools collectively fall into a category called &quot;Business Intelligence.&quot;&lt;br /&gt;
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Coming on to Google analytics, I read this good article which tells us about it:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Google Analytics (GA) is a free service offered by Google that 
generates detailed statistics about the visitors to a website. The 
product is targeted towards marketers rather than webmasters and 
technologists.&lt;br /&gt;
GA can track visitors from all referrers, including search engines, 
display advertising, pay-per-click networks, email marketing and even 
digital collateral such as links within PDF documents.&lt;br /&gt;
Integrated with AdWords, users can optimize online campaigns by 
tracking landing page quality and conversions. Goals might include 
sales, lead generation, viewing a specific page, or downloading a 
particular file. These can also be monetized. By using GA, marketers can
 determine which ads are performing, and which are not, providing the 
information to optimize or cull campaigns.&lt;br /&gt;
&lt;br /&gt;
Link to the above reference can be found @ http://www.crunchbase.com/product/google-analytics&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/8128477379276782589/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/01/lets-get-started-with-bi.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8128477379276782589'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8128477379276782589'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/01/lets-get-started-with-bi.html' title='Lets get Started with BI'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM7GRHtdK0FmRx4Qc5uwQym2xBoUJoZ2oT0Pw7_pWJbcfXhZnkChBhluob2nDdHGSB7L1Y7TKHl5ETS9kw0atN81CDtNz0enAKtZuKYVcPx9nOpJb_P9qvwCXXylIhG_cTzEmTle7E05kv/s72-c/business_intelligence.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-8890769341004975968</id><published>2012-01-10T19:24:00.000-08:00</published><updated>2012-01-10T19:25:42.910-08:00</updated><title type='text'>What is Business Intelligence?</title><content type='html'>&lt;iframe width=&quot;420&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/LFnewuBsYiY&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/8890769341004975968/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/01/what-is-business-intelligence_10.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8890769341004975968'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/8890769341004975968'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/01/what-is-business-intelligence_10.html' title='What is Business Intelligence?'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/LFnewuBsYiY/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1549676412409270047.post-663514086358775623</id><published>2012-01-10T18:25:00.000-08:00</published><updated>2012-01-10T18:36:38.527-08:00</updated><title type='text'>What is Business Intelligence?</title><content type='html'>&lt;iframe width=&quot;560&quot; height=&quot;315&quot; src=&quot;http://www.youtube.com/embed/0aHtHl-jcAs&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://biforeller.blogspot.com/feeds/663514086358775623/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://biforeller.blogspot.com/2012/01/what-is-business-intelligence.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/663514086358775623'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1549676412409270047/posts/default/663514086358775623'/><link rel='alternate' type='text/html' href='http://biforeller.blogspot.com/2012/01/what-is-business-intelligence.html' title='What is Business Intelligence?'/><author><name>Kapil</name><uri>http://www.blogger.com/profile/07775630723836622662</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/0aHtHl-jcAs/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>