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Polyadic Algebraic Structures
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Description
Polyadic Algebraic StructuresVarious algebraic structures are investigated from the viewpoint that the initial arities of all operations are arbitrary ("polyadization" and partial arity freedom principle), and the relations between operations, arising from the structure definitions, lead to restrictions of their arity shapes ("quantization"). This unified procedure is applied to one set and two set algebraic structures, as well as to Hopf algebras and tensor categories, which
Developing red rot-resistant varieties has been the major management strategy to deal with the disease in most countries
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A companion to Intellect’s award-winning Applied Theatre: International Case Studies and Challenges for Practice
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The articles were given as papers at an International Postgraduate conference on Endings held jointly by Exeter and Bristol Universities in July 1998
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