blog.dipaan.com

Word Ladders

In the past few months, my Sudoku. Obsession reached new heights. As I progressed from simple to moderate, to diabolical ( story of diabolical Sudoku. The general problem of solving Sudoku n2 * n2 boards of n * n blocks is known to be NP-complete. As the problem gets diabolical, the only way of solving it is Ariadne’s Thread. Better known to programmers as backtracking. Boolean solve2D() { for (int i = 0; i. Boolean solve1D(int i) { while (i. And is a must-read before attempting to read my blog further.

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Word Ladders | blog.dipaan.com Reviews

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In the past few months, my Sudoku. Obsession reached new heights. As I progressed from simple to moderate, to diabolical ( story of diabolical Sudoku. The general problem of solving Sudoku n2 * n2 boards of n * n blocks is known to be NP-complete. As the problem gets diabolical, the only way of solving it is Ariadne’s Thread. Better known to programmers as backtracking. Boolean solve2D() { for (int i = 0; i. Boolean solve1D(int i) { while (i. And is a must-read before attempting to read my blog further.

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8 by dipaan

9 writing scalable code

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Word Ladders | blog.dipaan.com Reviews

https://blog.dipaan.com

In the past few months, my Sudoku. Obsession reached new heights. As I progressed from simple to moderate, to diabolical ( story of diabolical Sudoku. The general problem of solving Sudoku n2 * n2 boards of n * n blocks is known to be NP-complete. As the problem gets diabolical, the only way of solving it is Ariadne’s Thread. Better known to programmers as backtracking. Boolean solve2D() { for (int i = 0; i. Boolean solve1D(int i) { while (i. And is a must-read before attempting to read my blog further.

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blog.dipaan.com

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dipaan | Word Ladders

http://blog.dipaan.com/author/dipaan

In the past few months, my Sudoku. Obsession reached new heights. As I progressed from simple to moderate, to diabolical ( story of diabolical Sudoku. The general problem of solving Sudoku n2 * n2 boards of n * n blocks is known to be NP-complete. As the problem gets diabolical, the only way of solving it is Ariadne’s Thread. Better known to programmers as backtracking. Boolean solve2D() { for (int i = 0; i. Boolean solve1D(int i) { while (i. And is a must-read before attempting to read my blog further.

2

November | 2014 | Word Ladders

http://blog.dipaan.com/2014/11

Monthly Archives: November 2014. Last year I had the opportunity to develop an application that had to scale to the order of a million users in a matter of a few months. In that journey I picked up a few interesting learnings that I would like to share with junior and mid-level developers who are new to developing cloud-based applications. Little’s Law ( wiki link. This is less than ideal, but backed by databases that offer eventual consistency and application-level caching, a workable solution is achiev...

3

About Me | Word Ladders

http://blog.dipaan.com/about-me

Software Engineer based in Philadelphia, USA. Leave a Reply Cancel reply. Your email address will not be published. Required fields are marked *. You may use these. A href= title= abbr title= acronym title= b blockquote cite= cite code del datetime= em i q cite= strike strong. Proudly powered by WordPress.

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Writing Scalable Code | Word Ladders

http://blog.dipaan.com/writing-scalable-code

Last year I had the opportunity to develop an application that had to scale to the order of a million users in a matter of a few months. In that journey I picked up a few interesting learnings that I would like to share with junior and mid-level developers who are new to developing cloud-based applications. Little’s Law ( wiki link. This is less than ideal, but backed by databases that offer eventual consistency and application-level caching, a workable solution is achieved in most cloud-based systems&#4...

5

April | 2015 | Word Ladders

http://blog.dipaan.com/2015/04

Monthly Archives: April 2015. In the past few months, my Sudoku. Obsession reached new heights. As I progressed from simple to moderate, to diabolical ( story of diabolical Sudoku. The general problem of solving Sudoku n2 * n2 boards of n * n blocks is known to be NP-complete. As the problem gets diabolical, the only way of solving it is Ariadne’s Thread. Better known to programmers as backtracking. Boolean solve2D() { for (int i = 0; i. Boolean solve1D(int i) { while (i. Now, I was ready to apply the Da...

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In the past few months, my Sudoku. Obsession reached new heights. As I progressed from simple to moderate, to diabolical ( story of diabolical Sudoku. The general problem of solving Sudoku n2 * n2 boards of n * n blocks is known to be NP-complete. As the problem gets diabolical, the only way of solving it is Ariadne’s Thread. Better known to programmers as backtracking. Boolean solve2D() { for (int i = 0; i. Boolean solve1D(int i) { while (i. And is a must-read before attempting to read my blog further.

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