<?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-680680703913757533</id><updated>2026-01-25T03:05:43.117-08:00</updated><category term="Java"/><category term="Spring"/><category term="Database"/><category term="Hibernate"/><category term="Web Framework"/><category term="Python"/><category term="Web Application"/><category term="Web Services"/><category term="Development Tools"/><category term="Design Patterns"/><category term="JavaScript"/><category term="Linux"/><category term="Project Management"/><category term="Architecture"/><category term="Big Data"/><category term="AWS"/><category term="Security"/><category term="Aspect Oriented Programming (AOP)"/><category term="XML"/><category term="Business Process Analysis (BPA)"/><category term="Cascading Style Sheet (CSS)"/><category term="Miscellaneous"/><category term="PMP"/><category term="Product Management"/><category term="Caching"/><category term="Encryption"/><category term="Quality"/><category term="Messaging"/><category term="Reporting"/><category term="Trainings"/><category term="AI"/><category term="Conference"/><category term="Data science"/><category term="HTML"/><category term="IoT"/><category term="Mobile Development"/><category term="Performance"/><category term="Workflows"/><category term="software"/><title type='text'>Technology</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default?start-index=26&amp;max-results=25'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>298</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-2180956011201384858</id><published>2022-07-27T20:05:00.009-07:00</published><updated>2023-10-31T10:23:57.209-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="software"/><title type='text'>Whether to build software or to buy?</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;span color=&quot;rgba(0, 0, 0, 0.9)&quot; face=&quot;-apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; font-size: 14px;&quot;&gt;Many organizations struggle with the question of when to build a software in-house and when to buy off the shelf commercial product. There is no easy answer to it.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;-apple-system, system-ui, BlinkMacSystemFont, Segoe UI, Roboto, Helvetica Neue, Fira Sans, Ubuntu, Oxygen, Oxygen Sans, Cantarell, Droid Sans, Apple Color Emoji, Segoe UI Emoji, Segoe UI Emoji, Segoe UI Symbol, Lucida Grande, Helvetica, Arial, sans-serif&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;A number of criteria&#39;s&amp;nbsp;come into play and need careful evaluation of each of them. From in house software product management and development capabilities&amp;nbsp;to long term sustenance to the perceived&amp;nbsp;complexity of the Software.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span face=&quot;-apple-system, system-ui, BlinkMacSystemFont, Segoe UI, Roboto, Helvetica Neue, Fira Sans, Ubuntu, Oxygen, Oxygen Sans, Cantarell, Droid Sans, Apple Color Emoji, Segoe UI Emoji, Segoe UI Emoji, Segoe UI Symbol, Lucida Grande, Helvetica, Arial, sans-serif&quot;&gt;&lt;span style=&quot;font-size: 14px;&quot;&gt;I have compiled various levers in the video linked below.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; class=&quot;BLOG_video_class&quot; height=&quot;343&quot; src=&quot;https://www.youtube.com/embed/Nket_MZHq74&quot; width=&quot;501&quot; youtube-src-id=&quot;Nket_MZHq74&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/2180956011201384858/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2022/07/whether-to-build-software-or-to-buy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2180956011201384858'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2180956011201384858'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2022/07/whether-to-build-software-or-to-buy.html' title='Whether to build software or to buy?'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/Nket_MZHq74/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-2033206440218624098</id><published>2020-04-15T02:00:00.002-07:00</published><updated>2020-04-15T02:01:26.691-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Architecture"/><title type='text'>Intuition and System Design</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
What is intuition? We often hear that &amp;quot;This is very intuitive.&amp;quot; Intuition in simple terms is the ability to comprehend in a natural way. Intuition is also a function of one&amp;#39;s background and experience. Intuitive for one may not be the same for others. For example, a painter knows how with a couple of strokes and adjustments of colours he or she can change the mood of the painting. But that capability has been built through years of practice. That is why I consider intuition as a relative term and not an absolute one. Intuitive for one may not be so intuitive for others. That also leads to another interesting thing that people interpret things based on their experience and background. Confirmation bias has a role to play here but it also is a function of the tendency to put lesser mental load while comprehending a thing. We are driven by our intuition and our intuition is a function of our experience and background. &lt;/div&gt;
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&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2020/04/intuition-and-system-design.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/2033206440218624098/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2020/04/intuition-and-system-design.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2033206440218624098'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2033206440218624098'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2020/04/intuition-and-system-design.html' title='Intuition and System Design'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-8377583696809754736</id><published>2020-04-11T09:40:00.002-07:00</published><updated>2020-09-28T10:21:45.259-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Business Process Analysis (BPA)"/><category scheme="http://www.blogger.com/atom/ns#" term="Development Tools"/><title type='text'>Back of the envelop calculation</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Most of you would have heard about &amp;quot;Back of the envelope calculation&amp;quot;, which stands for what is a rough estimate of a certain thing. It can be the time a certain task will take or how many people or other resources will be needed to accomplish something. We do many kinds of estimation in our daily life both in professional and personal life. For example, how many years I should work and at what level so that I can get my retirement.  Unfortunately, that never happens. If you really want to retire it&amp;#39;s today or you will be made to retire for some other reason.&lt;/div&gt;
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&lt;/div&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2020/04/back-of-envelop-calculation.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/8377583696809754736/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2020/04/back-of-envelop-calculation.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/8377583696809754736'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/8377583696809754736'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2020/04/back-of-envelop-calculation.html' title='Back of the envelop calculation'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/qsmtr9p_Acs/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-2685287394348914770</id><published>2019-11-30T23:45:00.001-08:00</published><updated>2021-03-17T00:01:45.433-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Development Tools"/><title type='text'>Git Branching</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/AVvXsEhianW17Ej-af5hbIH9K2EgA1SgfH4JGXYcbdRijXmHZKbzDlRdnxJcgCPmgLpTAKpym4Nqws2YxwHAeocSbKQJYkwzxgV1ojIZpzS-rJlJaO0BUkFNDdSKaAvGVVz7GA3qBbOXptiETOul/s1600/GitBranching.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1280&quot; data-original-width=&quot;900&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhianW17Ej-af5hbIH9K2EgA1SgfH4JGXYcbdRijXmHZKbzDlRdnxJcgCPmgLpTAKpym4Nqws2YxwHAeocSbKQJYkwzxgV1ojIZpzS-rJlJaO0BUkFNDdSKaAvGVVz7GA3qBbOXptiETOul/s640/GitBranching.jpeg&quot; width=&quot;450&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Red dots denote commits. The model can be tuned based on the size of the team. For example, a single developer might just use one dev branch from the master and work on it and keep merging back in the master. However, it&#39;s suggested to still cut release branches.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Larger teams would want to use a more elaborate mechanism of tagging and cutting release branches. Versioning of the build can be done as per&amp;nbsp;the &lt;a href=&quot;https://tech.lalitbhatt.net/2018/03/application-versioning-with-git-in.html&quot; target=&quot;_blank&quot;&gt;blog&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
The basic theme that should always be followed is to integrate the code as much as possible to the parent branches and maintain the stability of every code base across all branches. Pull frequently, push early and run integrations as much as needed. Have integration environments where any commit can trigger integration tests.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/2685287394348914770/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2019/11/git-branching.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2685287394348914770'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2685287394348914770'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2019/11/git-branching.html' title='Git Branching'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhianW17Ej-af5hbIH9K2EgA1SgfH4JGXYcbdRijXmHZKbzDlRdnxJcgCPmgLpTAKpym4Nqws2YxwHAeocSbKQJYkwzxgV1ojIZpzS-rJlJaO0BUkFNDdSKaAvGVVz7GA3qBbOXptiETOul/s72-c/GitBranching.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1182877473195215316</id><published>2019-02-17T09:01:00.002-08:00</published><updated>2019-02-25T08:36:16.934-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Database"/><title type='text'>Migrating from DynamoDB to Postgres</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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The mass popularity of NoSQL databases has also resulted in it being used in all use cases without understanding the suitability for the use case. One fundamental rule that is usually forgotten is that the NoSQL databases are designed around queries. Initially, the schema is evolved based on the need for initial business use cases. However, the business use cases evolve and change in multiple ways and soon the new needs of interacting with the&amp;nbsp;database become unwieldy. This is the fundamental problem that people usually hit wiht NoSQL databases.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;Where DynamoDB gets into trouble:&lt;/b&gt;&lt;/div&gt;
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&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;As the business use cases evolve and change the need to query the database in multiple ways arise. DynamoDB is not easy to query if it is not queried based on the partition key. One can build indexes but there is a cost associated with it. Filters can be used to query the data but that involves scan and as the data grows it starts becoming costly both in terms of money and time.&lt;/li&gt;
&lt;li&gt;DynamoDB is schemaless so with time the data evolve in multiple ways. In older data records, it is quite possible that the fields might be missing or might have a different interpretation. Developers keep handling them in the deep layers of code to keep the world moving. However, soon it results in too many if-else statements. Migration is a pain to handle such cases, however, one has to be ready for missing fields and handle them with suitable defaults.&lt;/li&gt;
&lt;li&gt;There is no relationship integrity so it&#39;s easy to put wrong data in relationships and it&#39;s very difficult to figure out even if something like that has happened. In SQL also it&#39;s possible to put a wrong key with a valid foreign relationship but still in terms of integrity SQL provides much better primitives.&lt;/li&gt;
&lt;li&gt;This will be a repetition of the above points but a different perspective. As it&#39;s fine to add any kind of data in the table, people start putting all kind of data in it. Imagine that everyone in the world is given all kind of freedom. Sounds romantic. However, soon ti will be chaos as everyone is living in all different ways.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
More discussion is available at&amp;nbsp;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/09/sql-vs-nosql.html&quot; target=&quot;_blank&quot;&gt;https://tech.lalitbhatt.net/2018/09/sql-vs-nosql.html&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Sample code for migration&lt;/b&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;import boto3&lt;/i&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;import psycopg2&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;# Create a connection to DynamoDB. Please fill the required keys. A better way to do is&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;# to put it in config file and pass it through. In AWS environment it&#39;s better to use Roles&lt;/i&gt;&lt;/div&gt;
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&lt;div&gt;
&lt;i&gt;dynamo = boto3.client(&#39;dynamodb&#39;,aws_access_key_id=&#39;&amp;lt;access-key&amp;gt;&#39;, \&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; aws_secret_access_key=&#39;&amp;lt;access-secrte&amp;gt;&#39;, \&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; region_name=&#39;&amp;lt;region&amp;gt;&#39;)&lt;/i&gt;&lt;/div&gt;
&lt;div&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;# Create the database connection&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;db = psycopg2.connect(host=&quot;&amp;lt;db_host&amp;gt;,database=&quot;&amp;lt;db&amp;gt;&quot;, user=&quot;&amp;lt;user&amp;gt;&quot;, password=&quot;&amp;lt;pass&amp;gt;&quot;)&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;dbCurr = db.cursor()&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;#Assume we have a user table in dynamoDB and insert it into the postgres Users table&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;user = dynamo.query(TableName=&quot;User&quot;, KeyConditionExpression =&quot;Email = :email&quot;, \&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;ExpressionAttributeValues = {&quot;:email&quot;: { &#39;S&#39;: email }})&amp;nbsp;&amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt; &lt;i&gt;email = user.Items[0][&#39;Email&#39;]&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;#Note the returning id so that we can use the id of the newly persisted record.&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;#This can be used to create foreign key relationships for further table&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;userSql = &#39;INSERT INTO users(email) VALUES(%s) returning id&#39;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;userValues=(email)&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;dbCurr.execute(userSql,userValues)&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;dbUserId = int(dbCurr.fetchone()[0])&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;db.commit()&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;dbCurr.close()&lt;/i&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;Some more stories from the web:&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href=&quot;https://dzone.com/articles/why-we-moved-from-nosql-mongodb-to-postgresql&quot; target=&quot;_blank&quot;&gt;https://dzone.com/articles/why-we-moved-from-nosql-mongodb-to-postgresql&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;https://blog.codebarrel.io/why-we-switched-from-dynamodb-back-to-rds-before-we-even-released-3c2ee092120c&quot; target=&quot;_blank&quot;&gt;https://blog.codebarrel.io/why-we-switched-from-dynamodb-back-to-rds-before-we-even-released-3c2ee092120c&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1182877473195215316/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2019/02/migrating-from-dynamodb-to-postgres.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1182877473195215316'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1182877473195215316'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2019/02/migrating-from-dynamodb-to-postgres.html' title='Migrating from DynamoDB to Postgres'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1753535331626450382</id><published>2018-12-27T03:30:00.003-08:00</published><updated>2018-12-28T19:44:28.525-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Miscellaneous"/><title type='text'>Learning a programming language</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
There are tons of programming language and new ones keep popping and old ones going out. There are some who withstand the test of time and continue to flourish. Being in the information technology industry, it&amp;#39;s imperative to keep learning new languages and keep sharpening the skills. Learning a new language is not always easy as many times there are paradigm shifts and it takes time to grasp them. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
In this blog, I will delve on the art of learning a language and what has helped me while learning nuances of Java, Python, Javascript and couple of more. I still would not claim myself as an expert in any of this but have done a fair amount of coding in those languages and couple of more. Whenever I had to pick a new language, I try to understand the language on the following dimensions to get a good understanding of what the language offers. And be careful, the languages are not sometimes plain programs, they are ecosystems in themselves. &lt;/div&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/12/learning-programming-language.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1753535331626450382/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/12/learning-programming-language.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1753535331626450382'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1753535331626450382'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/12/learning-programming-language.html' title='Learning a programming language'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-2541165686469569520</id><published>2018-10-07T09:27:00.005-07:00</published><updated>2020-09-29T00:37:11.861-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AWS"/><title type='text'>AWS pricing model</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 style=&quot;text-align: justify;&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/AVvXsEjIt_BngRESuDBoDi14X26rt7UebmlFyr_GK4zSCwcODcN_E2Pqxf4WFF8wcD2XOOMr0Zt-WgRX2XqhoeV7S9n0F1Fg2zCis_F92I2lFWvyVaYcMytQxQNej2Yqz-1wZ20wmmjDXRUKoYJw/s1600/dollar-1703159_640.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;360&quot; data-original-width=&quot;640&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIt_BngRESuDBoDi14X26rt7UebmlFyr_GK4zSCwcODcN_E2Pqxf4WFF8wcD2XOOMr0Zt-WgRX2XqhoeV7S9n0F1Fg2zCis_F92I2lFWvyVaYcMytQxQNej2Yqz-1wZ20wmmjDXRUKoYJw/s320/dollar-1703159_640.png&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/div&gt;
Many organizations have adopted cloud services as an inherent part of their IT infrastructure.  With the cloud infrastructure, the upfront capital cost is not needed. One can hire services on a need basis. However, one still has to be careful about the cost that gets incurred as part of hosting the IT infrastructure on the cloud. Every second service is up and running, it makes the dollar meter to rotate.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/10/aws-costing-model.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/2541165686469569520/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/10/aws-costing-model.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2541165686469569520'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/2541165686469569520'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/10/aws-costing-model.html' title='AWS pricing model'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIt_BngRESuDBoDi14X26rt7UebmlFyr_GK4zSCwcODcN_E2Pqxf4WFF8wcD2XOOMr0Zt-WgRX2XqhoeV7S9n0F1Fg2zCis_F92I2lFWvyVaYcMytQxQNej2Yqz-1wZ20wmmjDXRUKoYJw/s72-c/dollar-1703159_640.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-653894142754009262</id><published>2018-09-11T04:47:00.005-07:00</published><updated>2020-09-29T08:14:24.698-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Database"/><title type='text'>SQL vs NoSQL</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&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/AVvXsEie21ffWQHbetsSdHEOW7kAyV0jUBAmAKGS-mnhoDC3GALHEL2eJ4f_YgVYHuown5v7k2bOg5IA_Du97KOFUVbaRltgnaroFZCthRUagc-uHRZut8iyb01QrrDnLAnIdY_6Q_HYp6yEdFeh/s1600/decision-2698883_640.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;465&quot; data-original-width=&quot;640&quot; height=&quot;232&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie21ffWQHbetsSdHEOW7kAyV0jUBAmAKGS-mnhoDC3GALHEL2eJ4f_YgVYHuown5v7k2bOg5IA_Du97KOFUVbaRltgnaroFZCthRUagc-uHRZut8iyb01QrrDnLAnIdY_6Q_HYp6yEdFeh/s320/decision-2698883_640.jpg&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Image Source: &lt;a href=&quot;https://pixabay.com/en/decision-away-direction-2698883/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Pixabay&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
SQL and NoSQL are two important choices for application data storage needs. There is a lot of confusion about which one to choose and what is a good fit. There are buzzwords on both sides which make the choices more confusing. How to choose one over another?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;
&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/09/sql-vs-nosql.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/653894142754009262/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/09/sql-vs-nosql.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/653894142754009262'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/653894142754009262'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/09/sql-vs-nosql.html' title='SQL vs NoSQL'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie21ffWQHbetsSdHEOW7kAyV0jUBAmAKGS-mnhoDC3GALHEL2eJ4f_YgVYHuown5v7k2bOg5IA_Du97KOFUVbaRltgnaroFZCthRUagc-uHRZut8iyb01QrrDnLAnIdY_6Q_HYp6yEdFeh/s72-c/decision-2698883_640.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-4964383310654845897</id><published>2018-09-01T20:29:00.000-07:00</published><updated>2018-09-03T04:09:26.539-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AI"/><category scheme="http://www.blogger.com/atom/ns#" term="AWS"/><category scheme="http://www.blogger.com/atom/ns#" term="Conference"/><category scheme="http://www.blogger.com/atom/ns#" term="IoT"/><title type='text'>Meetup - Pune Develope community - IoT and AI</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Spoke about IoT and AI with a focus on the technical architecture and various elements of it. IoT and AI are bound to change the world in multiple ways. IoT is a perfect setup to generate a lot of data about various things and AI is data hungry to build better insights.&lt;br /&gt;
&lt;br /&gt;
Slides at&amp;nbsp;&lt;a href=&quot;https://www.slideshare.net/LalitMohanChandraBha/iot-and-ai-112716904&quot; target=&quot;_blank&quot;&gt;https://www.slideshare.net/LalitMohanChandraBha/iot-and-ai-112716904&lt;/a&gt;&lt;br /&gt;
Meetup Link:&amp;nbsp;&lt;a href=&quot;https://www.meetup.com/Pune-Developers-Community/events/252807697/&quot; target=&quot;_blank&quot;&gt;https://www.meetup.com/Pune-Developers-Community/events/252807697/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Thanks to a wonderful and engaging audience.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/4964383310654845897/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/09/meetup-pune-develope-community-iot-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/4964383310654845897'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/4964383310654845897'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/09/meetup-pune-develope-community-iot-and.html' title='Meetup - Pune Develope community - IoT and AI'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-5572446588738252437</id><published>2018-08-22T01:48:00.000-07:00</published><updated>2018-08-22T01:48:34.291-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AWS"/><title type='text'>AWS IoT - Registering CA certificate</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Use openSSL to generate the root key&lt;br /&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; Generate the key:&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 2048 - Encryption strength. AWS needs minimum 2048&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;openssl genrsa -out rootCA.key 2048&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp;&lt;/i&gt;&lt;i&gt;&amp;nbsp;&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; Generate the pem file&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Put the appropriate days for the certificate to be valid&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;openssl req -x509 -new -nodes -key rootCA.key -sha256 -days 10000 -out rootCA.pem&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/i&gt;This will ask a set of questions. Answer them appropriately. An example is&lt;br /&gt;
You are about to be asked to enter information that will be incorporated&lt;br /&gt;
into your certificate request.&lt;br /&gt;
What you are about to enter is what is called a Distinguished Name or a DN.&lt;br /&gt;
There are quite a few fields but you can leave some blank&lt;br /&gt;
For some fields, there will be a default value,&lt;br /&gt;
If you enter &#39;.&#39;, the field will be left blank.&lt;br /&gt;
-----&lt;br /&gt;
Country Name (2 letter code) [AU]:IN&lt;br /&gt;
State or Province Name (full name) [Some-State]:MH&lt;br /&gt;
Locality Name (eg, city) []:Pune&lt;br /&gt;
Organization Name (eg, company) [Internet Widgits Pty Ltd]: My company&lt;br /&gt;
Organizational Unit Name (eg, section) []: mycompany&lt;br /&gt;
Common Name (e.g. server FQDN or YOUR name) []:admin.mycompany&lt;br /&gt;
Email Address []:admin.mycompany@whatever&lt;br /&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/i&gt;&lt;br /&gt;
Now go to AWS IoT Service&lt;div&gt;
Navigate to Secure -&amp;gt; CA&lt;/div&gt;
&lt;div&gt;
Click on Register on the right-hand side. This will open a page. Click on Register CA and follow the instructions. Make sure that in Step 3 in details for FQDN you have to put the key as mentioned in Step 2.&lt;/div&gt;
&lt;div&gt;
At Step 5 and 6 upload the required files.&lt;/div&gt;
&lt;div&gt;
Check &quot;Activate CA certificate&quot;&lt;/div&gt;
&lt;div&gt;
Check &quot;Enable auto-registration of device certificates&quot;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/5572446588738252437/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/08/aws-iot-registering-ca-certificate.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/5572446588738252437'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/5572446588738252437'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/08/aws-iot-registering-ca-certificate.html' title='AWS IoT - Registering CA certificate'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-5896829990156699668</id><published>2018-08-20T05:04:00.001-07:00</published><updated>2018-08-20T05:04:44.514-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AWS"/><title type='text'>DynamoDB best practices for scalability</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
DynamoDB can be taken as a glorified hash map. It&amp;#39;s essentially a key-value pair. This brings an important difference in terms of how to design an RDBMS schema and a DynamoDB schema. DynamoDB schema has to be approached via a query mindset. How you are going to query to the system should be basically driving the structure of your schema.&lt;br&gt;
&lt;br&gt;
&lt;b&gt;Think about queries and not about the data model and design around queries.&lt;/b&gt;&lt;br&gt;
&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/08/dynamodb-best-practices-for-scalability.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/5896829990156699668/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/08/dynamodb-best-practices-for-scalability.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/5896829990156699668'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/5896829990156699668'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/08/dynamodb-best-practices-for-scalability.html' title='DynamoDB best practices for scalability'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-6334423192757945045</id><published>2018-07-13T20:54:00.000-07:00</published><updated>2021-07-20T22:08:17.249-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Caching"/><title type='text'>Facebook not updating shared image after changing it at source</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
You have shared a link on Facebook from your Video or webpage. Facebook shows the image or thumbnail as a part of the Facebook feed. Now you go and change your content however the Facebook refuses to show the updated content/&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;What happens?&lt;/b&gt;&lt;br /&gt;
Facebook crawls the link and caches the image/thumbnails in the Facebook DB. It will refresh only when Facebook will crawl/scrape the link again.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;How to Fix?&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Go to the link&amp;nbsp;&lt;a href=&quot;https://developers.facebook.com/tools/debug&quot; target=&quot;_blank&quot;&gt;https://developers.facebook.com/tools/debug&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;If you have multiple URL&#39;s use Batch invalidator and enter URLs with space between each URL&lt;/li&gt;
&lt;li&gt;Enter your Url and hit debug&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;155&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;500&quot; /&gt;&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;It will take you to another screen which will show when the scraping was done last time.&lt;/li&gt;
&lt;li&gt;Click on &quot;Scrape Again&quot;&lt;/li&gt;
&lt;li&gt;Your new content should be visible&lt;/li&gt;
&lt;li&gt;Sometimes it still shows the old content for example with YouTube thumbnails. That happens because after updating on YouTube it also takes time to propagate the change to all its servers. It may take up to 24 hours for the same.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;244&quot; 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&quot; width=&quot;500&quot; /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/6334423192757945045/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2020/07/facebook-not-updating-image-after.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/6334423192757945045'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/6334423192757945045'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2020/07/facebook-not-updating-image-after.html' title='Facebook not updating shared image after changing it at source'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1039926243811090169</id><published>2018-03-18T07:15:00.001-07:00</published><updated>2020-06-21T20:49:22.542-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Development Tools"/><title type='text'>Forking and maintaining a git repository</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
There are many public repositories which at times we want to fork and continue our path. However, at the same time, we want to keep pulling the changes from the original repository also. In this post, we will look into how to fork a repository and how to pull the changes in the future.&lt;/div&gt;
&lt;h4 style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Forking&lt;/b&gt;&lt;/h4&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Let&amp;#39;s say we want to fork a repository &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;/i&gt;&lt;br&gt;
&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/03/forking-and-maintaining-git-repository.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1039926243811090169/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/03/forking-and-maintaining-git-repository.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1039926243811090169'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1039926243811090169'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/03/forking-and-maintaining-git-repository.html' title='Forking and maintaining a git repository'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-959802314672603704</id><published>2018-03-18T02:00:00.002-07:00</published><updated>2018-08-07T22:48:21.886-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Development Tools"/><category scheme="http://www.blogger.com/atom/ns#" term="Spring"/><title type='text'>Application versioning with Git and Gradle</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;tahoma&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;freesans&amp;quot; , sans-serif;&quot;&gt;Please follow &lt;/span&gt;&lt;a href=&quot;http://tech.lalitbhatt.net/2018/02/rest-based-api-server.html&quot; style=&quot;background-color: white; color: #100077; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; text-decoration-line: none;&quot; target=&quot;_blank&quot;&gt;Rest API Server&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;tahoma&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;freesans&amp;quot; , sans-serif;&quot;&gt; to see the big picture and GitHub repo details.&lt;/span&gt;&lt;br&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;tahoma&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;freesans&amp;quot; , sans-serif;&quot;&gt;&lt;br&gt;&lt;/span&gt; &lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;tahoma&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;freesans&amp;quot; , sans-serif;&quot;&gt;Application versioning in Git is tricky compared to subversion. Subversion commits are in the increasing order of number so it&amp;#39;s easy to put them as part of the application version. Being numbers they are easy to comprehend. However, Git commit id&amp;#39;s are hash which would frighten any faint-hearted. A typical git commit id may look like&lt;/span&gt;&lt;br&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: &amp;quot;arial&amp;quot; , &amp;quot;tahoma&amp;quot; , &amp;quot;helvetica&amp;quot; , &amp;quot;freesans&amp;quot; , sans-serif;&quot;&gt;&lt;/span&gt;&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/03/application-versioning-with-git-in.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/959802314672603704/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/03/application-versioning-with-git-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/959802314672603704'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/959802314672603704'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/03/application-versioning-with-git-in.html' title='Application versioning with Git and Gradle'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-4463366091917850000</id><published>2018-03-04T06:13:00.000-08:00</published><updated>2018-03-04T06:13:55.896-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Java"/><title type='text'>Apache Tika Tutorial</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Apache Tika is a powerful library to detect and extract text and metadata from thousands of file formats. This is very useful when you are more interested in the content of the file and building your logic on top of it.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Let&amp;#39;s see a simple code in terms of how to use Tika&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/03/apache-tika-tutorial.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/4463366091917850000/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/03/apache-tika-tutorial.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/4463366091917850000'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/4463366091917850000'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/03/apache-tika-tutorial.html' title='Apache Tika Tutorial'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-7678835851520635268</id><published>2018-02-27T07:49:00.003-08:00</published><updated>2018-02-27T16:12:03.689-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Database"/><category scheme="http://www.blogger.com/atom/ns#" term="Hibernate"/><title type='text'>Hibernate Envers</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Please follow &lt;a href=&quot;http://tech.lalitbhatt.net/2018/02/rest-based-api-server.html&quot; target=&quot;_blank&quot;&gt;Rest API Server&lt;/a&gt; to see the big picture and GitHub repo details.&lt;br&gt;
&lt;br&gt;
Hibernate Envers helps in creating an audit trail of the records in the database. Hibernate Envers audits all the attribute changes in an audit table. To enable the support for Hibernate Envers, add the dependency&lt;br&gt;
&lt;br&gt;
    &lt;i&gt;compile(&amp;#39;org.hibernate:hibernate-envers&amp;#39;)&lt;/i&gt;&lt;br&gt;
&lt;i&gt;&lt;br&gt;&lt;/i&gt; Add the appropriate version. If you are using Spring boot dependency management then the version will be automatically taken care by Spring boot.&lt;br&gt;
&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/02/hibernate-envers.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/7678835851520635268/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/02/hibernate-envers.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/7678835851520635268'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/7678835851520635268'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/02/hibernate-envers.html' title='Hibernate Envers'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1236339718767247535</id><published>2018-02-27T04:34:00.004-08:00</published><updated>2018-03-15T09:12:47.465-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Java"/><category scheme="http://www.blogger.com/atom/ns#" term="Spring"/><category scheme="http://www.blogger.com/atom/ns#" term="Web Framework"/><category scheme="http://www.blogger.com/atom/ns#" term="Web Services"/><title type='text'>Paging and Sorting using Spring Boot</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&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/AVvXsEidQSB0qTuOpWWdPElA5Q_0Si3j3OXz8MJpY4ei2HMI2Ldb11isT9a372JohCWzLjzRQvoqFrJSJHiPtQ80hqZatiJoFDcpeOWgx2j-UrjJruAtzAsEhtJ7K8w2Olbvi8AunHk13Ksr1r0e/s1600/mushroom-306952_640.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;605&quot; data-original-width=&quot;640&quot; height=&quot;302&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQSB0qTuOpWWdPElA5Q_0Si3j3OXz8MJpY4ei2HMI2Ldb11isT9a372JohCWzLjzRQvoqFrJSJHiPtQ80hqZatiJoFDcpeOWgx2j-UrjJruAtzAsEhtJ7K8w2Olbvi8AunHk13Ksr1r0e/s320/mushroom-306952_640.png&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Picture Credit : &lt;a href=&quot;https://pixabay.com/en/mushroom-vegetable-big-small-306952/&quot; target=&quot;_blank&quot;&gt;Pixabay&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br&gt;
&lt;br&gt;
Please follow &lt;a href=&quot;http://tech.lalitbhatt.net/2018/02/rest-based-api-server.html&quot; target=&quot;_blank&quot;&gt;Rest API Server&lt;/a&gt; to see the big picture and GitHub repo details.&lt;br&gt;
&lt;br&gt;
Paging and Sorting is an important use case for any application. Any web or mobile frontend, a listing will usually need such a capability.&lt;br&gt;
&lt;br&gt;
To support Paging and sorting in a Spring boot application, we need to do the following.&lt;br&gt;
&lt;br&gt;
The Spring data repository interface&lt;br&gt;
&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/02/paging-and-sorting-using-spring-boot.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1236339718767247535/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/02/paging-and-sorting-using-spring-boot.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1236339718767247535'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1236339718767247535'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/02/paging-and-sorting-using-spring-boot.html' title='Paging and Sorting using Spring Boot'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidQSB0qTuOpWWdPElA5Q_0Si3j3OXz8MJpY4ei2HMI2Ldb11isT9a372JohCWzLjzRQvoqFrJSJHiPtQ80hqZatiJoFDcpeOWgx2j-UrjJruAtzAsEhtJ7K8w2Olbvi8AunHk13Ksr1r0e/s72-c/mushroom-306952_640.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1269790293985701801</id><published>2018-02-25T07:46:00.001-08:00</published><updated>2020-10-02T09:16:12.076-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Database"/><title type='text'>Liquibase Tutorial</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&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/AVvXsEhVxnDugrWzlFY5EPdvhsARmoYPU7vws1Q3rR_mBf5dQl4QybryRY7_7um1DEp4XORLDi5Gr0krpgo3MmklH28Bpq_pY-QRsatYtcscJpFrqxgfP_YTxEXbyKVRhFK7fbTgZ-o-tkWyE8j4/s1600/ring-binders-aligned-2654130_640.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;332&quot; data-original-width=&quot;640&quot; height=&quot;166&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVxnDugrWzlFY5EPdvhsARmoYPU7vws1Q3rR_mBf5dQl4QybryRY7_7um1DEp4XORLDi5Gr0krpgo3MmklH28Bpq_pY-QRsatYtcscJpFrqxgfP_YTxEXbyKVRhFK7fbTgZ-o-tkWyE8j4/s320/ring-binders-aligned-2654130_640.jpg&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Photo credit: Pixabay.com&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br&gt;
&lt;br&gt;
Please follow &lt;a href=&quot;http://tech.lalitbhatt.net/2018/02/rest-based-api-server.html&quot; target=&quot;_blank&quot;&gt;Rest API Server&lt;/a&gt; to see the big picture and GitHub repo details.&lt;br&gt;
&lt;br&gt;
Liquibase helps in database schema management. The schema can be defined in XML, YAML, JSON and SQL format. It supports multiple databases. Also, the evolution of the database can be managed through liquibase using the concept of changesets.&lt;br&gt;
&lt;br&gt;
In build.gradle add&lt;br&gt;
&lt;br&gt;
&lt;i&gt;  compile(&amp;#39;org.liquibase:liquibase-core&amp;#39;)&lt;/i&gt;&lt;br&gt;
&lt;i&gt;&lt;br&gt;&lt;/i&gt; In application.properties add&lt;br&gt;
&lt;i&gt;&lt;/i&gt;&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/02/liquibase-tutorial.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1269790293985701801/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/02/liquibase-tutorial.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1269790293985701801'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1269790293985701801'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/02/liquibase-tutorial.html' title='Liquibase Tutorial'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVxnDugrWzlFY5EPdvhsARmoYPU7vws1Q3rR_mBf5dQl4QybryRY7_7um1DEp4XORLDi5Gr0krpgo3MmklH28Bpq_pY-QRsatYtcscJpFrqxgfP_YTxEXbyKVRhFK7fbTgZ-o-tkWyE8j4/s72-c/ring-binders-aligned-2654130_640.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1345965402701770967</id><published>2018-02-17T21:26:00.000-08:00</published><updated>2018-02-25T08:05:05.212-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Java"/><category scheme="http://www.blogger.com/atom/ns#" term="Spring"/><title type='text'>Swagger 2 Support for Rest API Documentation</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Please follow &lt;a href=&quot;http://tech.lalitbhatt.net/2018/02/rest-based-api-server.html&quot; target=&quot;_blank&quot;&gt;Rest API Server&lt;/a&gt; to see the big picture and GitHub repo details.&lt;br&gt;
&lt;br&gt;
Swagger 2 helps in building the documentation for Rest API&amp;#39;s. &lt;a href=&quot;http://springfox.github.io/springfox/docs/current/#springfox-swagger-ui&quot; target=&quot;_blank&quot;&gt;Springfox&lt;/a&gt; provides a suite of libraries to support this. To support, Rest API documentation in Spring boot, follow the steps below&lt;br&gt;
&lt;br&gt;
Add to Gradle dependencies&lt;br&gt;
&lt;br&gt;
&lt;i&gt;compile(&amp;#39;io.springfox:springfox-swagger2:2.7.0&amp;#39;)&lt;/i&gt;&lt;br&gt;
&lt;i&gt;compile(&amp;#39;io.springfox:springfox-swagger-ui:2.7.0&amp;#39;)&lt;/i&gt;&lt;br&gt;
&lt;br&gt;
The Swagger dependency helps in documenting the Rest API. The second dependency helps in providing a UI to present the set of API&amp;#39;s on browser.&lt;br&gt;
&lt;br&gt;
Now define the configuration bean&lt;br&gt;
&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/02/swagger-2-ui.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1345965402701770967/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/02/swagger-2-ui.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1345965402701770967'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1345965402701770967'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/02/swagger-2-ui.html' title='Swagger 2 Support for Rest API Documentation'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/k1rbYRGvA8o/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-6188172166727471301</id><published>2018-02-13T21:49:00.003-08:00</published><updated>2022-06-21T00:54:33.422-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Hibernate"/><category scheme="http://www.blogger.com/atom/ns#" term="Java"/><category scheme="http://www.blogger.com/atom/ns#" term="Spring"/><title type='text'>Rest based API server</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&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/AVvXsEjMptZmLxX-KcWbpz4EYQv0ChItnl2Rs0DZLMOaX70LeZ_JQo0B9D9LBHxFmjEqZYxZ3LpXTJpfFKOW_Tz6xuMG5149krAB4C8rM_0-wWz-lQBRaAgabZ8XDN4JRNUr45t9kK68F6Gu-fFF/s1600/gun-860_640.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;480&quot; data-original-width=&quot;640&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMptZmLxX-KcWbpz4EYQv0ChItnl2Rs0DZLMOaX70LeZ_JQo0B9D9LBHxFmjEqZYxZ3LpXTJpfFKOW_Tz6xuMG5149krAB4C8rM_0-wWz-lQBRaAgabZ8XDN4JRNUr45t9kK68F6Gu-fFF/s320/gun-860_640.jpg&quot; width=&quot;320&quot;&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Photo credit: Pixabay.com&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
Rest based API servers are very common these days. This has also led to the logical separation of front-end and back-end. New front-end techniques like Single page applications nicely fit with these concepts and also is a logical separation of ownership. Backend deals with providing the information in the form of API and front-end deals with presenting them in an appropriate way. This is also true for mobile applications that connect to the backend via Rest-based API&amp;#39;s.&lt;br&gt;
&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2018/02/rest-based-api-server.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/6188172166727471301/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2018/02/rest-based-api-server.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/6188172166727471301'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/6188172166727471301'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2018/02/rest-based-api-server.html' title='Rest based API server'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMptZmLxX-KcWbpz4EYQv0ChItnl2Rs0DZLMOaX70LeZ_JQo0B9D9LBHxFmjEqZYxZ3LpXTJpfFKOW_Tz6xuMG5149krAB4C8rM_0-wWz-lQBRaAgabZ8XDN4JRNUr45t9kK68F6Gu-fFF/s72-c/gun-860_640.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-7058113390884147217</id><published>2017-12-17T20:35:00.002-08:00</published><updated>2018-03-31T22:14:31.440-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data science"/><title type='text'>Data science - An Engineering Implementation perspective.</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;
Presented the talk in &lt;a href=&quot;https://expert-talks.in/&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;Expert talks 2017&lt;/a&gt;.&lt;br&gt;
&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2017/12/data-science-engineering-implementation.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/7058113390884147217/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2017/12/data-science-engineering-implementation.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/7058113390884147217'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/7058113390884147217'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2017/12/data-science-engineering-implementation.html' title='Data science - An Engineering Implementation perspective.'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/mU6ZHsQcxuk/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1248839275061891866</id><published>2017-11-02T10:38:00.000-07:00</published><updated>2017-11-02T10:38:05.381-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Python"/><title type='text'>numpy ndarray</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
numpy ndarray is a n dimensional array. The array is a table of elements of same type. Let&amp;#39;s go through some basic operations that we can do with ndarray&lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2017/11/numpy-ndarray.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1248839275061891866/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2017/11/numpy-ndarray.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1248839275061891866'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1248839275061891866'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2017/11/numpy-ndarray.html' title='numpy ndarray'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-4868142747539612597</id><published>2017-11-01T06:40:00.001-07:00</published><updated>2017-11-01T06:41:51.884-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Python"/><title type='text'>Pandas dataframe data manipulation</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Python dataframe is a tabular structure and can be think like a spreadsheet. It provides a lot of functionality to play with data at column, row or individual data point level. &lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Let&amp;#39;s look into a jupyter python notebook about how the different data can be manipulated &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2017/11/pandas-dataframe-data-manipulation.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/4868142747539612597/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2017/11/pandas-dataframe-data-manipulation.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/4868142747539612597'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/4868142747539612597'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2017/11/pandas-dataframe-data-manipulation.html' title='Pandas dataframe data manipulation'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-7134523546261589127</id><published>2017-10-31T09:27:00.003-07:00</published><updated>2017-11-01T06:41:59.216-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Python"/><title type='text'>Pandas Dataframe data selection</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Python dataframe is a tabular structure and can be think like a spreadsheet. It provides a lot of functionality to play with data at column, row or individual data point level. &lt;/div&gt;
&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Let&amp;#39;s look into a jupyter python notebook about how the different data can be displayed &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2017/10/pandas-dataframe-data-selection.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/7134523546261589127/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2017/10/pandas-dataframe-data-selection.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/7134523546261589127'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/7134523546261589127'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2017/10/pandas-dataframe-data-selection.html' title='Pandas Dataframe data selection'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-680680703913757533.post-1989319704846049818</id><published>2017-10-30T19:39:00.002-07:00</published><updated>2017-10-30T19:40:48.848-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Python"/><title type='text'>Reading csv and excel files in pandas dataframe</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Dataframe can be used to load the data from various files. Let&amp;#39;s look into how we can load the data from excel and csv.&lt;br&gt;
&lt;pre style=&quot;background-color: white; text-align: left;&quot;&gt;&lt;/pre&gt;
&lt;div&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div&gt;
Make sure the data file that you are loading is present in the given location. In my case, I will be assuming that the data file is present at the same location where python code is.&lt;/div&gt;
&lt;div&gt;
&lt;br&gt;&lt;/div&gt;
&lt;div&gt;
Code to load different files&lt;/div&gt;
&lt;div&gt;
&lt;br&gt;
&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;https://tech.lalitbhatt.net/2017/10/reading-data-files-in-python.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='https://tech.lalitbhatt.net/feeds/1989319704846049818/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='https://tech.lalitbhatt.net/2017/10/reading-data-files-in-python.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1989319704846049818'/><link rel='self' type='application/atom+xml' href='https://www.blogger.com/feeds/680680703913757533/posts/default/1989319704846049818'/><link rel='alternate' type='text/html' href='https://tech.lalitbhatt.net/2017/10/reading-data-files-in-python.html' title='Reading csv and excel files in pandas dataframe'/><author><name>Lalit Bhatt</name><uri>http://www.blogger.com/profile/18275017864988478784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRqVD6eOlMnk16mpv6z_DfcCXKbDgwSGQPenO3r4rB72-H0JGVi9E8uYp3DjFa8q2O9FDJ2mcui3gPcCUNYrMhlSQPLOMg1c7EZxd5mKuLwvLeQvgsMGMW59G82M2Tju0/s220/LalitBhattBW.jpg'/></author><thr:total>0</thr:total></entry></feed>