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- Exchange_matrix abstract "In mathematics, especially linear algebra, the exchange matrix is a special case of a permutation matrix, where the 1 elements reside on the counterdiagonal and all other elements are zero. In other words, it is a 'row-reversed' or 'column-reversed' version of the identity matrix.".
- Exchange_matrix wikiPageID "7876585".
- Exchange_matrix wikiPageRevisionID "541085226".
- Exchange_matrix hasPhotoCollection Exchange_matrix.
- Exchange_matrix subject Category:Matrices.
- Exchange_matrix type Abstraction100002137.
- Exchange_matrix type Arrangement107938773.
- Exchange_matrix type Array107939382.
- Exchange_matrix type Group100031264.
- Exchange_matrix type Matrices.
- Exchange_matrix type Matrix108267640.
- Exchange_matrix comment "In mathematics, especially linear algebra, the exchange matrix is a special case of a permutation matrix, where the 1 elements reside on the counterdiagonal and all other elements are zero. In other words, it is a 'row-reversed' or 'column-reversed' version of the identity matrix.".
- Exchange_matrix label "Exchange matrix".
- Exchange_matrix label "Обменная матрица".
- Exchange_matrix label "مصفوفة التبادل".
- Exchange_matrix sameAs Trukatze-matrize.
- Exchange_matrix sameAs m.026h5r7.
- Exchange_matrix sameAs Q3750339.
- Exchange_matrix sameAs Q3750339.
- Exchange_matrix sameAs Exchange_matrix.
- Exchange_matrix wasDerivedFrom Exchange_matrix?oldid=541085226.
- Exchange_matrix isPrimaryTopicOf Exchange_matrix.