Category:Definitions/Diagonalizable Matrices
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This category contains definitions related to Diagonalizable Matrices.
Related results can be found in Category:Diagonalizable Matrices.
A diagonalizable matrix $\mathbf A$ is a square matrix which is similar to a diagonal matrix.
That is, $\mathbf A$ is diagonalizable if and only if there exists an invertible matrix $\mathbf X$ such that $\mathbf X^-1 \mathbf A \mathbf X$ is a diagonal matrix.
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