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Noun Concept
Categories: Matrix stubs, Matrices
EN
Birkhoff factorization  Birkhoff decomposition  Birkhoff factorisation
EN
In mathematics, Birkhoff factorization or Birkhoff decomposition, introduced by George David Birkhoff, is the factorization of an invertible matrix M with coefficients that are Laurent polynomials in z into a product M = M+M0M−, where M+ has entries that are polynomials in z, M0 is diagonal, and M− has entries that are polynomials in z−1. Wikipedia
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EN
In mathematics, Birkhoff factorization or Birkhoff decomposition, introduced by George David Birkhoff, is the factorization of an invertible matrix M with coefficients that are Laurent polynomials in z into a product M = M+M0M−, where M+ has entries that are polynomials in z, M0 is diagonal, and M− has entries that are polynomials in z−1. Wikipedia
Introduced by George David Birkhoff at 1909, is the presentation of an invertible matrix with polynomial coefficients as a product of three matrices. Wikipedia Disambiguation
Matrix decomposition Wikidata
IS A
matrix decomposition
DISCOVERER OR INVENTOR
George David Birkhoff
Wikipedia
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Birkhoff factorization
Wikidata
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Birkhoff factorization
Wikipedia Redirections
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Birkhoff factorisation
Wikidata Alias
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Birkhoff decomposition

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