I define products on subspaces of a vertex algebra that behave in a better way than residual products of elements. In particular, they satisfy commutativity and associativity properties, and make it possible to easily prove many vertex algebra generalizations of standard facts in commutative algebra theory.
Commutativity and associativity in vertex algebras / D'Andrea, Alessandro. - In: BULGARIAN JOURNAL OF PHYSICS. - ISSN 0323-9217. - STAMPA. - 35 (s1):(2008), pp. 43-50. (Intervento presentato al convegno "Lie Theory and Its Application in Physics VII" tenutosi a Sofia, Bulgaria nel 18-24 Giugno 2007).
Commutativity and associativity in vertex algebras
D'ANDREA, Alessandro
2008
Abstract
I define products on subspaces of a vertex algebra that behave in a better way than residual products of elements. In particular, they satisfy commutativity and associativity properties, and make it possible to easily prove many vertex algebra generalizations of standard facts in commutative algebra theory.File allegati a questo prodotto
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