Reversible Matrix
A Matrix $M$ is reversible or invertible if there exists a matrix denoted $M^{−1}$ such that $$MM^{−1} = M^{−1}M = I.$$
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A Matrix $M$ is reversible or invertible if there exists a matrix denoted $M^{−1}$ such that $$MM^{−1} = M^{−1}M = I.$$