Publicado en 3C Empresa – Volume 11, Issue 2 (Ed. 50)
Autores
Resumen
Abstract
In this article, we introduce the notions of Z-finite representations and Z-separation property of representations for operator Z-systems generating C∗-algebras. We use these notions to characterize the Z-boundary representations for operator Z-systems. We introduce Z-hyperrigidity of operator Z-systems. We investigate an analogue version of Saskin’s theorem in the setting of operator Z-systems generating C∗-algebras.Artículo
Palabras clave
Keywords
Completely positive maps, Operator systems, Representations of C∗-algebras, Hilbert C∗-modules.Articulos relacionados
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