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Smallest Rectangle Enclosing Black Pixels

Explore methods to find the smallest axis-aligned rectangle enclosing all connected black pixels in a binary matrix. Understand efficient traversal approaches that run faster than O(m×n) and practice implementing them by assessing pixel connectivity and coordinates.

Statement

You are given an m×nm \times n binary matrix image, where 00 represents a white pixel and 11 represents a black pixel.

All black pixels in the matrix form a single connected region, where connectivity is defined by horizontal or vertical adjacency.

Given two integers x and y that represent the coordinates of one of the black pixels, write an algorithm to find the area of the smallest axis-aligned rectangle that encloses all the black ...