Crossed products of operator algebras: applications of Takai duality

Author
Katsoulis, Elias G.
Ramsey, Christopher
Faculty Advisor
Date
2018
Keywords
crossed product , Jacobson Radical , semicrossed product , Takai duality
Abstract (summary)
In this paper we continue our study of crossed products of approximately unital operator algebras begun with our monograph. The main objectives of the paper is to strengthen ties and establish new connections between our theory of crossed products and the well-established theory of semicrossed products. Using these connections we broaden our understanding for various topics of investigation in both theories, including semisimplicity and the structure of invariant ideals by the dual action.
Publication Information
E. Katsoulis and C. Ramsey, "Crossed products of operator algebras: applications of Takai duality", Journal of Functional Analysis 275 (2018), 1173-1207. https://doi.org/10.1016/j.jfa.2018.05.01
DOI
Notes
Item Type
Article
Language
English
Rights
All Rights Reserved