Operator algebras associated to modules over an integral domain
classification
🧮 math.OA
keywords
semicrossedalgebrasassociatedconsiderdomainintegraloperatorproduct
read the original abstract
We use the Fock semicrossed product to define an operator algebra associated to a module over an integral domain. We consider the $C^*$-envelope of the semicrossed product, and then consider properties of these algebras as models for studying general semicrossed products.
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