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- Nonnegative_rank_(linear_algebra) abstract "In linear algebra, the nonnegative rank of a nonnegative matrix is a concept similar to the usual linear rank of a real matrix, but adding the requirement that certain coefficients and entries of vectors/matrices have to be nonnegative.For example, the linear rank of a matrix is the smallest number of vectors, such that every column of the matrix can be written as a linear combination of those vectors. For the nonnegative rank, it is required that the vectors must have nonnegative entries, and also that the coefficients in the linear combinations are nonnegative.".
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- Nonnegative_rank_(linear_algebra) wikiPageLength "4415".
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- Nonnegative_rank_(linear_algebra) wikiPageRevisionID "641256635".
- Nonnegative_rank_(linear_algebra) wikiPageWikiLink Category:Linear_algebra.
- Nonnegative_rank_(linear_algebra) wikiPageWikiLink Combinatorial_optimization.
- Nonnegative_rank_(linear_algebra) wikiPageWikiLink Extension_of_a_polyhedron.
- Nonnegative_rank_(linear_algebra) wikiPageWikiLink Facet.
- Nonnegative_rank_(linear_algebra) wikiPageWikiLink Linear_algebra.
- Nonnegative_rank_(linear_algebra) wikiPageWikiLink Nonnegative_matrix.
- Nonnegative_rank_(linear_algebra) wikiPageWikiLink Rank_(linear_algebra).
- Nonnegative_rank_(linear_algebra) wikiPageWikiLinkText "Nonnegative rank (linear algebra)".
- Nonnegative_rank_(linear_algebra) wikiPageWikiLinkText "nonnegative rank of nonnegative matrices".
- Nonnegative_rank_(linear_algebra) wikiPageWikiLinkText "nonnegative rank".
- Nonnegative_rank_(linear_algebra) hasPhotoCollection Nonnegative_rank_(linear_algebra).
- Nonnegative_rank_(linear_algebra) wikiPageUsesTemplate Template:Reflist.
- Nonnegative_rank_(linear_algebra) subject Category:Linear_algebra.
- Nonnegative_rank_(linear_algebra) hypernym Concept.
- Nonnegative_rank_(linear_algebra) comment "In linear algebra, the nonnegative rank of a nonnegative matrix is a concept similar to the usual linear rank of a real matrix, but adding the requirement that certain coefficients and entries of vectors/matrices have to be nonnegative.For example, the linear rank of a matrix is the smallest number of vectors, such that every column of the matrix can be written as a linear combination of those vectors.".
- Nonnegative_rank_(linear_algebra) label "Nonnegative rank (linear algebra)".
- Nonnegative_rank_(linear_algebra) sameAs m.03ckr2n.
- Nonnegative_rank_(linear_algebra) sameAs Q7049502.
- Nonnegative_rank_(linear_algebra) sameAs Q7049502.
- Nonnegative_rank_(linear_algebra) wasDerivedFrom Nonnegative_rank_(linear_algebra)?oldid=641256635.
- Nonnegative_rank_(linear_algebra) isPrimaryTopicOf Nonnegative_rank_(linear_algebra).