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- Weighing_matrix abstract "In mathematics, a weighing matrix W of order n and weight w is an n × n (0,1,-1)-matrix such that , where is the transpose of and is the identity matrix of order .For convenience, a weighing matrix of order n and weight w is often denoted by W(n,w). A W(n,n) is a Hadamard matrix and a W(n,n-1) is equivalent to a conference matrix.".
- Weighing_matrix wikiPageID "3301463".
- Weighing_matrix wikiPageRevisionID "605140415".
- Weighing_matrix hasPhotoCollection Weighing_matrix.
- Weighing_matrix subject Category:Combinatorics.
- Weighing_matrix subject Category:Matrix_theory.
- Weighing_matrix comment "In mathematics, a weighing matrix W of order n and weight w is an n × n (0,1,-1)-matrix such that , where is the transpose of and is the identity matrix of order .For convenience, a weighing matrix of order n and weight w is often denoted by W(n,w). A W(n,n) is a Hadamard matrix and a W(n,n-1) is equivalent to a conference matrix.".
- Weighing_matrix label "Weighing matrix".
- Weighing_matrix label "Весовая матрица".
- Weighing_matrix sameAs m.094942.
- Weighing_matrix sameAs Q3895032.
- Weighing_matrix sameAs Q3895032.
- Weighing_matrix wasDerivedFrom Weighing_matrix?oldid=605140415.
- Weighing_matrix isPrimaryTopicOf Weighing_matrix.