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COME ON CODE ON | A blog about programming and more programming.

A blog about programming and more programming.

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COME ON CODE ON | A blog about programming and more programming. | comeoncodeon.wordpress.com Reviews
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A blog about programming and more programming.
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2 with 35 comments
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5 such that
6 iterative method
7 initialize
8 is defined
9 compute
10 recursive method
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COME ON CODE ON | A blog about programming and more programming. | comeoncodeon.wordpress.com Reviews

https://comeoncodeon.wordpress.com

A blog about programming and more programming.

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Modular Multiplicative Inverse | COME ON CODE ON

https://comeoncodeon.wordpress.com/2011/10/09/modular-multiplicative-inverse

COME ON CODE ON. A blog about programming and more programming. The modular multiplicative inverse of an integer a modulo m is an integer x such that. That is, it is the multiplicative inverse in the ring of integers modulo m. This is equivalent to. The multiplicative inverse of a modulo m exists if and only if a and m are coprime (i.e., if gcd(a, m) = 1). Let’s see various ways to calculate Modular Multiplicative Inverse:. We can calculate the inverse using a brute force approach where we multiply.

2

Recurrence Relation and Matrix Exponentiation | COME ON CODE ON

https://comeoncodeon.wordpress.com/2011/05/08/recurrence-relation-and-matrix-exponentiation

COME ON CODE ON. A blog about programming and more programming. Recurrence Relation and Matrix Exponentiation. Recurrence relations appear many times in computer science. Using recurrence relation and dynamic programming we can calculate the. Term in O(n) time. But many times we need to calculate the. In O(log n) time. This is where Matrix Exponentiation comes to rescue. We will specifically look at linear recurrences. A linear recurrence is a sequence of vectors defined by the equation. What if the recu...

3

Combination | COME ON CODE ON

https://comeoncodeon.wordpress.com/2011/07/31/combination

COME ON CODE ON. A blog about programming and more programming. In mathematics a combination. Is a way of selecting several things out of a larger group, where (unlike permutations) order does not matter. More formally a k-combination of a set S is a subset of k distinct elements of S. If the set has n elements the number of k-combinations is equal to the binomial coefficient. In this post we will see different methods to calculate the binomial. We can calculate nCr directly using the factorials. We can ...

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Sitemap | SanZ's Blog

http://sanzar-adnan.blogspot.com/p/sitemap.html

Subscribe to: Posts (Atom). Exchange Anything. Its Happening! I am from Bangladesh. Currently doing Masters in Cyber Security in Stevens Institute of Technology! Enjoy developing iOS Applications! View my complete profile. Blogumulus by Roy Tanck. Copy Right 2010- Sanzar Adnan Alam. Title and Background design by I-Creation Desgin Studio. Picture Window template. Powered by Blogger.

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09/10/12 | SanZ's Blog

http://sanzar-adnan.blogspot.com/2012_09_10_archive.html

Monday, September 10, 2012. IPhone Application Development Tutorial. This is a free tutorial by the Stanford University. Posted by Sanzar Adnan Alam. Create Multiple Folders And Sub-Folders Easily In One Go. Using Batch (BAT) Command. The First method for creating multiple folders requires using the Batch (BAT) file. First you create a root folder in which you want your other folders to appear. Once done, create a text file in root folder and enter the md. Command in following way. Blogumulus by Roy Tanck.

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10/31/12 | SanZ's Blog

http://sanzar-adnan.blogspot.com/2012_10_31_archive.html

Wednesday, October 31, 2012. How to Access Web Sites When They’re Down. When sites go down, there are actually a few ways to access them through the magic of caches and archives. Access Cached Pages Through Google. Google caches a large portion of the internet, and it’s easy to access those caches when a site isn’t available. All you have to do is search for a URL prepended with “cache:” like this:. Http:/ sanzar-adnan.blogspot.com/. Posted by Sanzar Adnan Alam. Subscribe to: Posts (Atom).

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10/16/13 | SanZ's Blog

http://sanzar-adnan.blogspot.com/2013_10_16_archive.html

Wednesday, October 16, 2013. Few Useful Objective-C Snippets for an iOS App. LAUNCH MAIL AND SEND AN EMAIL. UIApplication sharedApplication] openURL:[NSURL URLWithString:@mailto:/ mymail@myserver.com] ;. UIApplication sharedApplication].idleTimerDisabled = YES;. STOP RESPONDING TO TOUCHES. UIApplication sharedApplication] beginIgnoringInteractionEvents];. RESUME RESPONDING TO TOUCHES. UIApplication sharedApplication] endIgnoringInteractionEvents];. DISPLAY AN ALERT WINDOW. Posted by Sanzar Adnan Alam.

marathoncode.blogspot.com marathoncode.blogspot.com

Marathoncode: Frações contínuas

http://marathoncode.blogspot.com/2013/06/fracoes-continuas-uma-fracao-continua-e.html

Quinta-feira, 6 de junho de 2013. Uma fração contínua é uma expressão obtida a partir de um processo iterativo para representação de um número como a soma de sua parte inteira mais o inverso da sua parte fracionária. O processo termina quando o número não tem uma parte fracionária. Note que este processo pode ser utilizado para representação dos números racionais e irracionais. Considere o seguinte exemplo:. Dfrac{415}{93}$ = 4 $ dfrac{43}{93}$ = 4 $ dfrac{1}{ frac{93}{43} $. Dfrac{7}{1}$ = 7 0. Http:/ m...

sr-itbhu.blogspot.com sr-itbhu.blogspot.com

Anti Boredom: Breaking apart the system

http://sr-itbhu.blogspot.com/2008/12/breaking-apart-system.html

A place to write down my views on politics, society and also to store my collection of poems, quotes and nice pics. Quotation of the Day. Saturday, December 6, 2008. Breaking apart the system. Open any television channel these days and what you hear is anger of the people. The anger is justified. The politicians are corrupt. Otherwise with the kind of money India has, our security forces can be so well equipped that nobody dare attack us. But at the same time I start hearing views like-. My question is f...

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Anti Boredom: Is Majority always right?

http://sr-itbhu.blogspot.com/2007/12/is-majority-always-right.html

A place to write down my views on politics, society and also to store my collection of poems, quotes and nice pics. Quotation of the Day. Monday, December 24, 2007. Is Majority always right? Http:/ timesofindia.indiatimes.com/gpollmap.cms. Http:/ en.wikipedia.org/wiki/2002 Gujarat violence. Summary of Gujarat Riots). When will people look outside the borders of their community? Why just stop at one community. Why not look as a whole nation as one if not world? This can be aptle described by the quote:.

marathoncode.blogspot.com marathoncode.blogspot.com

Marathoncode: Torneio de Boxe

http://marathoncode.blogspot.com/2013/05/torneio-de-boxe.html

Quinta-feira, 9 de maio de 2013. Um torneio eliminatório de boxe foi organizada. Temos 114 participantes e por isso temos 57 partidas na primeira rodada do torneio. Na segunda rodada, os 57 lutadores restantes foram emparelhado, resultando em 28 jogos, um lutador ganhou por WO (isto é, não tem que lutar nessa rodada). Os 29 lutadores restantes foram então emparelhado, e assim por diante. A) Quantos jogos ao todo foram necessários para determinar um vencedor do torneio? Suponha n = $2 k$. Logo, podemo...

marathoncode.blogspot.com marathoncode.blogspot.com

Marathoncode: Dojo Operações com Árvore Binária de Busca

http://marathoncode.blogspot.com/2013/07/dojo-operacoes-com-arvore-binaria-de.html

Segunda-feira, 15 de julho de 2013. Dojo Operações com Árvore Binária de Busca. Imprimir em ordem crescente. Inserir elemento na árvore. Menor elemento da árvore. Remover elemento da árvore. Testar se a árvore está balanceada. 0 1 2 3 4 5 6 (4 (2 (1 (0 NULO NULO) NULO) (3 NULO NULO) (5 NULO (6 NULO NULO) ) (5 (2 (1 (0 NULO NULO) NULO) (3 NULO NULO) (6 NULO NULO). Postado por Wladimir Araújo Tavares. Compartilhar com o Pinterest. Assinar: Postar comentários (Atom). Principais artigos em computação. Combin...

marathoncode.blogspot.com marathoncode.blogspot.com

Marathoncode: Problema das 8 rainhas

http://marathoncode.blogspot.com/2012/06/importancia-de-algoritmos-eficientes.html

Domingo, 3 de junho de 2012. Problema das 8 rainhas. Aprender a programar bem é tão importante quanto aprender tecnologias atuais. O leitor poderá estar pensando assim: mas será que esta história de algoritmos eficientes tem relevância, numa era de computadores cada vez mais velozes? 40320 configurações e testar se as rainhas de cada coluna colocadas na linhas dada pela permutação atacam uma as outras. Essa configuração equivale a permutação [4,2,7,3,6,8,5,1]. Permutações potenciais. Tentemos estimar...

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COME ON CODE ON | A blog about programming and more programming.

COME ON CODE ON. A blog about programming and more programming. The modular multiplicative inverse of an integer a modulo m is an integer x such that. That is, it is the multiplicative inverse in the ring of integers modulo m. This is equivalent to. The multiplicative inverse of a modulo m exists if and only if a and m are coprime (i.e., if gcd(a, m) = 1). Let’s see various ways to calculate Modular Multiplicative Inverse:. We can calculate the inverse using a brute force approach where we multiply.

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