Given some array of positive integers s, find the length of the longest subarray such that the sum of all its values is less than or equal to some positive There are at least two solutions: Brute force, find all the possible sub arrays and find the maximum.
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Can anyone suggest a simple solution for the below question. The maximum subarray sum is a famous problem in computer science. The sum of the values between these 2 indices (7 and 10) in the original array will give the sum from one of the subarrays.
What i want to do is find the maximum subarray with length at most k.
Here we have a circular array, so we will split it into a linear array at an arbitrary point. The maximum subarray sum in a linear array is a classical problem that can be solved in linear time. In an interview one of my friends was asked to find the subarray of an array with maximum sum, this my solution to the problem , how can i improve the solution make it more optimal. Maximum subarray sum with at most k elements :
In an interview i was asked this question: .we are given an n × n array of reals, and we must find the. Given an array of integers and a positive integer k, find the maximum sum of a subarray of size less than or equal to k. I am trying to find the contiguous subarray within an array which has the largest sum.
