Determinanten Teil3 Laplace sche Entwicklungsformel
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Kristo Dantes Lingga
Diza N. Sultana
K Kamulammal
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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
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