Crossed products of C(X)-algebras by endomorphisms and C(X)-categoriesPreprint English OPEN
Subject: Mathematics - Operator Algebras | 46L05
arxiv: Mathematics::Category Theory | Mathematics::Operator Algebras
We construct the crossed product of a C(X)-algebra by an endomorphism, in such a way that it becomes induced by a Hilbert C(X)-bimodule. Furthermore we introduce the notion of C(X)-category, and discuss relationships with crossed products and duality for compact groups.