Maximizing Dot Product with Dynamic Programming

Hello connections, Here is my solution to a LeetCode dynamic programming problem. Time Complexity: O(N × M) Space Complexity: O(N × M) Learning from the problem: This problem requires carefully handling negative values while ensuring that at least one pair of elements is selected. By using dynamic programming and considering whether to take or skip elements from either array, we can build the maximum dot product step by step. A key insight is extending a subsequence only when it improves the total, otherwise starting fresh with the current pair. This is a great example of how DP helps manage multiple choices and constraints simultaneously. #leetcode #problemsolving #cpp #dynamicprogramming #arrays #datastructures #happycoding

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