365. Check if a matrix is a Toeplitz matrix
0
Medium
Determine whether a given M x N matrix is a Toeplitz matrix. A Toeplitz matrix, also known as a diagonal-constant matrix, is a matrix in which each descending diagonal from left to right is constant.
A matrix Mat of size N x M is considered a Toeplitz matrix if Mat(i, j) = Mat(i+1, j+1) = Mat(i+2, j+2) and so on. Here, Mat(i, j) refers to the element Mat[i][j] in the matrix.
For example, the following matrix is a Toeplitz matrix:
Input Format
Two integers
M and N representing the number of rows and columns in the matrix.N x N integers representing the elements of the square matrix.Output Format
true or false
Example
Input
4 5
3 7 0 9 8
5 3 7 0 9
6 5 3 7 0
4 6 5 3 7
Output
true
Constraints
0 <= M, N <= 10
0 <= mat[i][j] <= 100
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