Determinant

Determinant of matrices using the leibniz formula recursively in matlab

The following Matlab project contains the source code and Matlab examples used for determinant of matrices using the leibniz formula recursively. This in-house function is able to evaluate the determinant of any symbolic square matrix reducing the computational cost and fastening the process when compared to the MATLAB built-in det(A) function.

Det inv 0 in matlab

The following Matlab project contains the source code and Matlab examples used for det inv 0. The determinat (dA) of a given matrix (A) can be easily found by the matrix order condensation routine:                dA = det_0(A) Both determinant (dA) and inverse (iA) may however directly be obtained by the matrix order expansion routine:           [dA,iA] = det_inv_0(A).
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