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Matrices - University of Sunderland
... • The determinant of a linear transformation L from a vector space to itself is a non-zero function to the scalar field that computes the (signed) volume of the image of a n-cube when L is applied to it. The sign describes whether the resulting image has the same orientation. • The determinant is in ...
... • The determinant of a linear transformation L from a vector space to itself is a non-zero function to the scalar field that computes the (signed) volume of the image of a n-cube when L is applied to it. The sign describes whether the resulting image has the same orientation. • The determinant is in ...
