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Determinant references on wikipedia
Determinant
algebra, a determinant is a function depending on n that associates a scalar, det(A), to an n×n square matrix A. The fundamental geometric meaning of a determinant is a scale factor for measure when A is regarded as a linear transformation. Determinants are important both in calculus, where they enter the substitution rule for several variables, and in multilinear algebra.For a fixed nonnegative integer n, there is a unique determinant function for the n×n matrices over any commutative ring R.
algebra, a determinant is a function depending on n that associates a scalar, det(A), to an n×n square matrix A. The fundamental geometric meaning of a determinant is a scale factor for measure when A is regarded as a linear transformation. Determinants are important both in calculus, where they enter the substitution rule for several variables, and in multilinear algebra.For a fixed nonnegative integer n, there is a unique determinant function for the n×n matrices over any commutative ring R.
| Description | |||
 Archive.org | Internet Archive | ||
| Doi.org | The Digital Object Identifier System | ||
| Fu-berlin.de | Freie Universität Berlin: Startseite | ||
| Google.com | Google | ||
| Ic.ac.uk | Imperial College London | ||
| Narod.ru | Народ | ||
| Nyu.edu | New York University | ||
| Soton.ac.uk | University of Southampton | ||
| St-and.ac.uk | University of St Andrews - Scotland s first university, founded 1413 | ||
| Tripod.com | Free Website Hosting - Tripod free website templates to make your own free website | ||
| Uchicago.edu | The University of Chicago | ||
| Vutbr.cz | Vutbr.cz | ||
| Wisc.edu | University of Wisconsin-Madison | ||
