e/Rank factorization

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has glosseng: Given an m \times n matrix A of rank r, a rank decomposition of A is a product A=CF, where C is an m \times r matrix and F is an r \times n matrix.
lexicalizationeng: Rank factorization
instance ofe/Matrix decomposition
Meaning
Castilian
has glossspa: Dada una matriz A, de dimensiones m \times n y de rango r, una factorización de rango de A es un factorización de la forma A=CF, donde C es una matriz m \times r y F es una matriz r \times n.
lexicalizationspa: Factorizacion de rango
lexicalizationspa: Factorización de rango

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