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technical-interview.blogspot.com

Technical Interview Blog

My collection of technical interview topics, questions, puzzles, and riddles. Tuesday, September 11, 2007. Here are some interesting videos that Google has produced:. How to Break Web Software. Mondrian Code Review on the Web. BigTable: A Distributed Structured Storage System. Cluster Computing and MapReduce. Wednesday, March 07, 2007. This ended up being very important! Wikipedia pages on algorithms. And the pigeon hole principle. For me, these were a gentler intro before getting into CLR. Studying ...

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My collection of technical interview topics, questions, puzzles, and riddles. Tuesday, September 11, 2007. Here are some interesting videos that Google has produced:. How to Break Web Software. Mondrian Code Review on the Web. BigTable: A Distributed Structured Storage System. Cluster Computing and MapReduce. Wednesday, March 07, 2007. This ended up being very important! Wikipedia pages on algorithms. And the pigeon hole principle. For me, these were a gentler intro before getting into CLR. Studying ...
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Technical Interview Blog | technical-interview.blogspot.com Reviews

https://technical-interview.blogspot.com

My collection of technical interview topics, questions, puzzles, and riddles. Tuesday, September 11, 2007. Here are some interesting videos that Google has produced:. How to Break Web Software. Mondrian Code Review on the Web. BigTable: A Distributed Structured Storage System. Cluster Computing and MapReduce. Wednesday, March 07, 2007. This ended up being very important! Wikipedia pages on algorithms. And the pigeon hole principle. For me, these were a gentler intro before getting into CLR. Studying ...

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1

Technical Interview Blog: Examples of the Pigeonhole Principle

http://technical-interview.blogspot.com/2007/02/examples-of-pigeonhole-principle.html

My collection of technical interview topics, questions, puzzles, and riddles. Monday, February 12, 2007. Examples of the Pigeonhole Principle. From the Wikipedia article. You have a drawer with 10 black socks and 12 blue socks. Without looking in the drawer, how many socks do you need to pull out to get at least one pair of socks the same color? Show that there must be at least two people in London with the same number of hairs on their head. Ties into probability theory:. There are 500 boxes with apples...

2

Technical Interview Blog: February 2007

http://technical-interview.blogspot.com/2007_02_01_archive.html

My collection of technical interview topics, questions, puzzles, and riddles. Thursday, February 15, 2007. Permutations by Swapping Adjacent Pairs. 1) Counting and Listing All Permutations. 2) An algorithm to list all the permutations. Known variously as the Steinhaus-Johnson-Trogger algorithm, the Johnson-Trotter algorithm, or the Steinhaus algorithm. Summarized in these steps:. Initialize the first permutation with 1 2 . n. While there exists a mobile integer:. Find the largest mobile integer k. Strict...

3

Technical Interview Blog: Sorting Algorithms Summary

http://technical-interview.blogspot.com/2007/02/sorting-algorithms-summary.html

My collection of technical interview topics, questions, puzzles, and riddles. Sunday, February 11, 2007. In average and worst case; no extra memory required; stable. 2 comparisons and N. 2 exchanges on the average and in the worst case. Find the smallest element in the array and exchange it with the element in the first position. Then repeat for 2nd, 3rd,.,nth positions. 2 comparisons and N exchanges. Each item is moved at most once. Method of choice for sorting files with very large records. First Commo...

4

Technical Interview Blog: Permutations by Swapping Adjacent Pairs

http://technical-interview.blogspot.com/2007/02/permutations-by-swapping-adjacent-pairs.html

My collection of technical interview topics, questions, puzzles, and riddles. Thursday, February 15, 2007. Permutations by Swapping Adjacent Pairs. 1) Counting and Listing All Permutations. 2) An algorithm to list all the permutations. Known variously as the Steinhaus-Johnson-Trogger algorithm, the Johnson-Trotter algorithm, or the Steinhaus algorithm. Summarized in these steps:. Initialize the first permutation with 1 2 . n. While there exists a mobile integer:. Find the largest mobile integer k. 8) Sam...

5

Technical Interview Blog: Coefficients of Binomial Expansion

http://technical-interview.blogspot.com/2007/02/coefficients-of-binomial-expansion.html

My collection of technical interview topics, questions, puzzles, and riddles. Tuesday, February 13, 2007. Coefficients of Binomial Expansion. Given a binomial of the form (x y). Where n =1, write a function coefficients(int n). That prints out the coefficients of the binomial expansion in O(n) time. For example, calling coefficients(10). 1 10 45 120 210 252 210 120 45 10 1. We start with the binomial theorem, which tells us that the coefficient for each term k (1. The next term (#3 with degree 8) is:.

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Technical Interview Blog

My collection of technical interview topics, questions, puzzles, and riddles. Tuesday, September 11, 2007. Here are some interesting videos that Google has produced:. How to Break Web Software. Mondrian Code Review on the Web. BigTable: A Distributed Structured Storage System. Cluster Computing and MapReduce. Wednesday, March 07, 2007. This ended up being very important! Wikipedia pages on algorithms. And the pigeon hole principle. For me, these were a gentler intro before getting into CLR. Studying ...

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C,C ,C#開発者によるObjective-Cプログラミング日記。 独自の型を持つ要素の配列をソートするには、NSArrayクラスの「 sortedArrayUsingSelector. 例えば、TestClassという独自のクラスを配列にしてソートさせたい場合、以下のようにします。 Interface TestClass : NSObject {. NSComparisonResult)compare func:(TestClass*)a; / ソート時に呼ばれます. Property (nonatomic, retain) NSString *scale;. Self = [super init];. Scale = @"ちゅうくらい";. Self = [super init];. Scale = [str retain];. NSComparisonResult)compare func:(TestClass*)a / ソート時に呼ばれます. If ([self.scale isEqualToString:@"ちゅうくらい"]) {. NSLog(@"%@", tc.scale);.