An array is given such that its element\'s value increases from 0th index through some (k-1) index. At k the value is minimum, and than it starts increasing again through the nth element. Find the min
The f开发者_StackOverflow社区ollowing problem is taken from Problems on Algorithms (Problem 653):
im trying to send a unix command from a client to a server, wait for the server to execute it then return the result to the client.
Given a set M, find if there is a pair of numbers (a,b), both belon开发者_运维问答g to M, and a+b=x, where x is a previously specified parameter. The problem should be solved using Divide et Impera in
As homework, I should implement inte开发者_StackOverflow社区ger multiplication on numbers of a 1000 digits using a divide and conquer approach that works below O(n). What algorithm should I look into?
This is a homework question, binary search has already been introduced: Given two arrays, respectively N and M elements in ascending order, not necessarily unique:
UPDATE: I added an answer to this question which incorporates almost all the suggestions which have been given. The original template given in the code below needed 45605ms to finish a real world inpu
I\'ve googled some tutorials, browsed some SO answers, and was unable to find a recipe for my problem.
It's difficult to tell what is being asked here. This question is ambiguous, vague, incomplete, overly broad, or rhetorical andcannot be reasonably answered in its current form. For help clari
I wonder if the technique of divide and conquer always divide a problem into subproblems of same type? By same type, I m开发者_JAVA百科ean one can implement it using a function with recursion. Can div
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