You are given an array of points, where point[i]
Your task is to determine the minimum area of a rectangle that can be formed using any four points where the rectangle’s sides are aligned parallel to the X and Y axes. If no such rectangle can be formed, return
Constraints:
points.length
points[i].length
xi yi
All given points are unique.
The essence of this solution lies in recognizing that a rectangle is uniquely defined by its diagonally opposite corners, provided the other two required vertices also exist in the set of points. For each pair of points, the solution checks if they can form a diagonal of a rectangle. If so, it verifies the existence of the other two vertices in the point set. When all ...
You are given an array of points, where point[i]
Your task is to determine the minimum area of a rectangle that can be formed using any four points where the rectangle’s sides are aligned parallel to the X and Y axes. If no such rectangle can be formed, return
Constraints:
points.length
points[i].length
xi yi
All given points are unique.
The essence of this solution lies in recognizing that a rectangle is uniquely defined by its diagonally opposite corners, provided the other two required vertices also exist in the set of points. For each pair of points, the solution checks if they can form a diagonal of a rectangle. If so, it verifies the existence of the other two vertices in the point set. When all ...