Solving Maximal Rectangle problem with histogram and stack

Solved the Maximal Rectangle problem using a histogram + stack approach. The idea is to treat each row as the base of a histogram. For every row, we build a height array where each value represents consecutive 1’s vertically. Then, for each updated histogram, we apply the Largest Rectangle in Histogram algorithm using a monotonic stack. The stack stores indices of increasing heights. When a smaller height appears, we pop from the stack and calculate area using the popped height as the limiting height and width based on boundaries. This way, instead of checking all rectangles, we efficiently compute the maximum area row by row. Time Complexity: O(n * m) Space Complexity: O(m) #Java #DSA #Stack #LeetCode #Coding

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