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(linear algebra) Any n×n square matrix for which there exists a corresponding inverse matrix (i.e., a second (or possibly the same) matrix such that when the two are multiplied by each other, in either order, the result is the n×n identity matrix).

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invertible matrix

If the coefficient matrix is an invertible matrix, then the linear system has a unique solution.

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If the coefficient matrix is an invertible matrix, then the linear system has a unique solution.

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