Abstract: We briefly review and illustrate our procedure to `decouple' by transformation of generators: either a Hopf algebra $H$ from a $H$-module algebra $A_1$ in their cross-produc; or two (or more) $H$-module algebras $A_1,A_2$. These transformations are based on the existence of an algebra map from the cross-product of $A_1$ with $H$ to $A_1$ itself.
Decoupling of Tensor factors in Cross Product and Braided Tensor Product Algebras / Fiore, Gaetano. - STAMPA. - 173:(2003), pp. 807-810. (Intervento presentato al convegno XXIV International Colloquium on Group Theoretical Methods in Physics tenutosi a PARIS nel luglio 2002).
Decoupling of Tensor factors in Cross Product and Braided Tensor Product Algebras
FIORE, GAETANO
2003
Abstract
Abstract: We briefly review and illustrate our procedure to `decouple' by transformation of generators: either a Hopf algebra $H$ from a $H$-module algebra $A_1$ in their cross-produc; or two (or more) $H$-module algebras $A_1,A_2$. These transformations are based on the existence of an algebra map from the cross-product of $A_1$ with $H$ to $A_1$ itself.File in questo prodotto:
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