Here is the problem (6.7ch6 ) from Algorithms book (by Vazirani) that slightly differs from the classical problem that finding longest palindrome. How can I solve this problem ?
Give a polynomial time algorithm that takes three strings, A, B and C, as input, and returns the longest s开发者_开发问答equence S that is a subsequence of A, B, and C.Let dp[i, j, k] = longest common
Here is the problem : Give a algorithm that takes a positive integer n as input, and computes the number of possible orderings
I\'ll be writing the online Google test tomorrow as a fresher. Apparently, they definitely ask one problem on Dynamic Programming?
I\'ve got a need to create a dynamic proxy in C#. I want this class to wrap another class, and take on it\'s public interface, forwarding calls for those functions:
I am trying to find the best way to solve the following problem. By best way I mean less complex. As an input a list of tuples (start,length) such:
Here is my first question about maximum L sum and here is different and hard version of it. Problem : Given a mxn positive integer matrix find the minimum L sum from 1th row to the 开发者_运维百科m\'
I know that Knapsack is NP-complete while it can be solved by DP. They say that the DP solution is pseudo-polynomial, since it is exponential in the \"length of input\" (i.e.开发者_StackOverflow社区 t
this is another algorithms problem related to dynamic programming Here is the problem : find the minimum sum of the given matrix such that select开发者_StackOverflow社区 one in each row and column
A lecturer gave this question in class: [question] A sequence of n integers is stored in an array A[1..n]. An integer a in A is
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