<?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-2081462396235397009</id><updated>2024-12-19T08:49:43.484+05:30</updated><category term="first"/><title type='text'>JExplorer</title><subtitle type='html'>Learn, Explore, Run</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://jprogrammervm.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/2081462396235397009/posts/default'/><link rel='alternate' type='text/html' href='https://jprogrammervm.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>JExplorer</name><uri>http://www.blogger.com/profile/00712996826577916700</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>3</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2081462396235397009.post-5327903319221853205</id><published>2019-12-24T22:28:00.007+05:30</published><updated>2019-12-24T22:28:56.204+05:30</updated><title type='text'>Yet Anothe one</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;br /&gt;
&lt;b&gt;Why study Patterns?&lt;/b&gt;&lt;br /&gt;

&lt;ul&gt;
&lt;li&gt;
Reuse tried, proven solutions&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
No need to reinvent the wheel&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
Provides a head start&lt;span style=&quot;font-weight: normal;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(we
 can “Singleton” here)&lt;/span&gt;&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
Provide a higher level prospective (more general and
 abstract)&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
Frees us from dealing with the details too early&lt;br /&gt;

&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;What does a pattern solve?&lt;/b&gt;&lt;br /&gt;

&lt;ul&gt;
&lt;li&gt;
Structural problems like:&lt;br /&gt;

 Abstraction,&lt;span style=&quot;font-weight: normal;&quot;&gt; &lt;/span&gt;Encapsulation,
 Separation of concerns, Coupling and cohesion&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
Non-functional problems like:&lt;br /&gt;

 Changeability&lt;span style=&quot;font-weight: normal;&quot;&gt;,
 &lt;/span&gt;Interoperability, Efficiency, Reliability, Testability, and
 Reusability&lt;br /&gt;

&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;Types of patterns&lt;/b&gt;&lt;br /&gt;

&lt;ul&gt;
&lt;li&gt;
&lt;b&gt;Creational&lt;/b&gt; : Address problems of creating an object
 in a flexible way. Separate creation, from  operation/use.&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
&lt;b&gt;Structural&lt;/b&gt; : Address problems of using O-O
 constructs like inheritance to organize classes  and objects&lt;span style=&quot;font-weight: normal;&quot;&gt;
 &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;into larger structures
 while keeping these structures flexible.&lt;/span&gt;&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
&lt;b&gt;Behavioral&lt;/b&gt; : Address problems of assigning 
 responsibilities to classes.&lt;br /&gt;

&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;What does a Pattern look like?&lt;/b&gt;&lt;br /&gt;

&lt;ul&gt;
&lt;li&gt;
&lt;b&gt;Name&lt;/b&gt;: meaningful text that reflects the problem,
 e.g. Bridge, Mediator, Flyweight&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
&lt;b&gt;Problem addressed:&lt;/b&gt; intent of the pattern, objectives
 achieved within certain constraints&lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
&lt;b&gt;Context:&lt;/b&gt; circumstances under which it can occur,
 used to determine applicability&lt;br /&gt;

&lt;/li&gt;
&lt;/ul&gt;
&lt;b&gt;Facade&lt;/b&gt;&lt;br /&gt;

&lt;b&gt;Problem :&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; &lt;/span&gt;How can
we access a large number of classes with a complex internal
interaction in a simple but safe way?&lt;br /&gt;

&lt;b&gt;Solution:&lt;/b&gt; Introduce a dedicated and simplified interface to
a framework or a complex set of classes.&lt;br /&gt;

&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

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&lt;br /&gt;

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&lt;br /&gt;
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&lt;br /&gt;

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&quot; width=&quot;643&quot; /&gt;
&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;b&gt;Decorator&lt;/b&gt;&lt;br /&gt;

&lt;b&gt;Problem:&lt;/b&gt; How to add additional responsibilites to an object
dynamically?&lt;br /&gt;

&lt;b&gt;Solution:&lt;/b&gt; Attach additional responsibilities to an object
dynamically. Also known as Wrapper.&lt;br /&gt;

&lt;img align=&quot;left&quot; border=&quot;0&quot; height=&quot;240&quot; name=&quot;Image2&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;630&quot; /&gt;
&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;b&gt;Chain of Responsibility&lt;/b&gt;&lt;br /&gt;

&lt;b&gt;Problem: &lt;/b&gt;&lt;span style=&quot;font-variant: normal;&quot;&gt;&lt;span style=&quot;color: #222222;&quot;&gt;&lt;span style=&quot;font-family: sans-serif;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;letter-spacing: normal;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Define
a chain of receiver objects having the responsibility, depending on
run-time conditions, to either handle a request or forward it to the
next receiver on the chain (if any). &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;
&lt;br /&gt;

&lt;b&gt;Solution: &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Introduce a
series of stand-alone handlers where each handler checks whether it
should service the request or forward it to other handler.&lt;/span&gt;&lt;br /&gt;

&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;img align=&quot;left&quot; border=&quot;0&quot; height=&quot;220&quot; name=&quot;Image4&quot; 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&quot; width=&quot;643&quot; /&gt;
&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;b&gt;Observer&lt;/b&gt;&lt;br /&gt;

&lt;b&gt;Problem:&lt;/b&gt; Define a one-to-many dependency among objects so
that when one object changes state, all of its dependents are
notified and updated automatically.&lt;br /&gt;

&lt;b&gt;Solution:&lt;/b&gt; &lt;span style=&quot;font-variant: normal;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&lt;span style=&quot;font-family: Liberation Serif, serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;letter-spacing: normal;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;The
Observer pattern suggests that you add a subscription mechanism to
the publisher class so individual objects can subscribe to or
unsubscribe from a stream of events coming from that publisher.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;

&lt;div style=&quot;font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal;&quot;&gt;
&lt;img align=&quot;left&quot; border=&quot;0&quot; height=&quot;240&quot; name=&quot;Image5&quot; 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&quot; 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</content><link rel='replies' type='application/atom+xml' href='https://jprogrammervm.blogspot.com/feeds/5327903319221853205/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://jprogrammervm.blogspot.com/2019/12/yet-anothe-one_36.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/2081462396235397009/posts/default/5327903319221853205'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/2081462396235397009/posts/default/5327903319221853205'/><link rel='alternate' type='text/html' href='https://jprogrammervm.blogspot.com/2019/12/yet-anothe-one_36.html' title='Yet Anothe one'/><author><name>JExplorer</name><uri>http://www.blogger.com/profile/00712996826577916700</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-2081462396235397009.post-8727306937481427838</id><published>2019-12-24T22:09:00.001+05:30</published><updated>2019-12-24T22:09:22.761+05:30</updated><title type='text'>Another test</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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</content><link rel='replies' type='application/atom+xml' href='https://jprogrammervm.blogspot.com/feeds/8727306937481427838/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://jprogrammervm.blogspot.com/2019/12/another-test.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/2081462396235397009/posts/default/8727306937481427838'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/2081462396235397009/posts/default/8727306937481427838'/><link rel='alternate' type='text/html' href='https://jprogrammervm.blogspot.com/2019/12/another-test.html' title='Another test'/><author><name>JExplorer</name><uri>http://www.blogger.com/profile/00712996826577916700</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/AVvXsEjSU-H-_vWNQvOlLcRLSVtOKwmDW-hiMBduxnKnReLf71RQUKa_7BmiHO_9NbwOMIiYuYYKhAETqzLXeODXBMnxBIbVVJkoC_RDmDo8Ksz-6Bgd3h36hyphenhyphenm4vzpppUV2lqTCNm4v5PY72sg/s72-c/Selection_050.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2081462396235397009.post-1221762016708691807</id><published>2019-12-22T13:49:00.002+05:30</published><updated>2019-12-22T13:49:38.762+05:30</updated><category scheme="http://www.blogger.com/atom/ns#" term="first"/><title type='text'>Hello World</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
First post from JExplorer....&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://jprogrammervm.blogspot.com/feeds/1221762016708691807/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://jprogrammervm.blogspot.com/2019/12/hello-world.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/2081462396235397009/posts/default/1221762016708691807'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/2081462396235397009/posts/default/1221762016708691807'/><link rel='alternate' type='text/html' href='https://jprogrammervm.blogspot.com/2019/12/hello-world.html' title='Hello World'/><author><name>JExplorer</name><uri>http://www.blogger.com/profile/00712996826577916700</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></feed>