Maximum Subarray Value
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Maximum Subarray Value
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Leetcode 53 Maximum Subarray
The idea of Kadane s algorithm is to maintain a variable max ending here that stores the maximum sum contiguous subarray ending at current index and a variable max so far stores the maximum sum of contiguous subarray found so far Everytime there is a positive sum value in max ending here compare it with max so far and update max so far if it is greater than max so far The time complexity of the Naive method is O n 2 Using Divide and Conquer approach we can find the maximum subarray sum in O nLogn time Following is the Divide and Conquer algorithm Maximum subarray sum such that the subarray crosses the midpoint The lines 2 a and 2 b are simple recursive calls
Maximum Contiguous Subarray Problem
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