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- Row_space abstract "In linear algebra, the row space of a matrix is the set of all possible linear combinations of its row vectors. Let K be a field (such as real or complex numbers). The row space of an m × n matrix with components from K is a linear subspace of the n-space Kn. The dimension of the row space is called the row rank of the matrix.A definition for matrices over a ring K (such as integers) is also possible.".
- Row_space thumbnail Matrix_Rows.svg?width=300.
- Row_space wikiPageExternalLink lecture10.htm.
- Row_space wikiPageExternalLink DownloadChapters.html.
- Row_space wikiPageID "1633839".
- Row_space wikiPageRevisionID "604782882".
- Row_space hasPhotoCollection Row_space.
- Row_space title "Row Space".
- Row_space urlname "RowSpace".
- Row_space subject Category:Linear_algebra.
- Row_space subject Category:Matrices.
- Row_space type Abstraction100002137.
- Row_space type Arrangement107938773.
- Row_space type Array107939382.
- Row_space type Group100031264.
- Row_space type Matrices.
- Row_space type Matrix108267640.
- Row_space comment "In linear algebra, the row space of a matrix is the set of all possible linear combinations of its row vectors. Let K be a field (such as real or complex numbers). The row space of an m × n matrix with components from K is a linear subspace of the n-space Kn. The dimension of the row space is called the row rank of the matrix.A definition for matrices over a ring K (such as integers) is also possible.".
- Row_space label "Row space".
- Row_space sameAs m.03bx4n8.
- Row_space sameAs Q4131086.
- Row_space sameAs Q4131086.
- Row_space sameAs Row_space.
- Row_space wasDerivedFrom Row_space?oldid=604782882.
- Row_space depiction Matrix_Rows.svg.
- Row_space isPrimaryTopicOf Row_space.
