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- Q17003644 subject Q6159380.
- Q17003644 subject Q8234734.
- Q17003644 subject Q8234869.
- Q17003644 subject Q8250031.
- Q17003644 subject Q8653246.
- Q17003644 abstract "In mathematics, a Bose–Mesner algebra is a special set of matrices which arise from a combinatorial structure known as an association scheme, together with the usual set of rules for combining (forming the products of) those matrices, such that they form an associative algebra, or, more precisely, a unitary commutative algebra. Among these rules are:the result of a product is also within the set of matrices,there is an identity matrix in the set, andtaking products is commutative.Bose–Mesner algebras have applications in physics to spin models, and in statistics to the design of experiments. They are named for R. C. Bose and Dale Marsh Mesner.".
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- Q17003644 wikiPageWikiLink Q8653246.
- Q17003644 comment "In mathematics, a Bose–Mesner algebra is a special set of matrices which arise from a combinatorial structure known as an association scheme, together with the usual set of rules for combining (forming the products of) those matrices, such that they form an associative algebra, or, more precisely, a unitary commutative algebra.".
- Q17003644 label "Bose–Mesner algebra".