I have the following implementation of Kadane\'s algorithm in java. It is basically to find the maximum sum of contiguous subarray.
Can anyone please help me understand the core logic behind the solution to a problem mentioned at http://www.topcoder.com/stat?c=problem_statement&pm=1259&rd=4493
I have a difficulty with an undermentioned algorithmic problem: There is a three-lane ferry in a port and in front of it there is a queue of N
Given a boolean expression containing the symbols {true, false, and, or, xor}, count the number of ways to parenthesize the expression such that it evaluates to true.
In section2.2,a problem called\"subset sum\"require you to calculate in how many ways can a integer set from 1 to n be partitioned into two sets whose sums are identical.
I\'m looking at Problem thirty one on Project Euler, which asks, how many different ways are there of making £2 using any number of coins of 1p, 2p, 5p, 10p, 20p, 50p, £1 (100p) and £2 (200p).
The question says, That given an array of size n, we have to output/partition the array into subsets which sum to N.
I found the following problem on the internet, and would like to know how I would go about solving it:
I want to solve the knapsack problem with dynamic programming! The item should be in the knapsack or not, I do not want to put the same item in the knapsack more then one time!
What is the difference between m开发者_JAVA技巧emoization and dynamic programming? I think dynamic programming is a subset of memoization. Is it right?Relevant article on Programming.Guide: Dynamic pr
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