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Determinanten Teil3 Laplace sche Entwicklungsformel

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Lessons List | 5 Lesson


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GOOD 2023-08-25

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Course Description

In linear algebra, the determinant of a square matrix n×n, a number that can be computed from the entries of the square matrix, defines a number of properties of the linear transformation that this matrix describes. The determinant is equal to zero if and only if the matrix is ​​inverse. Usually denotes the determinant of an array