👉 In mathematics, an unimodular matrix is a square matrix that satisfies the condition that its determinant is equal to 1. This means that if you multiply any row vector by an element in the column space of the matrix, and then multiply this product by another element in the column space, the result will be zero. For example, consider the following two matrices: ``` A = [2 3] B = [4 -2] The determinant of A is 1, so
