On a Correspondence Between Ideals and Commutativity in Algebraic Crossed Products
Öinert, Johan; Silvestrov, Sergei (2008). On a Correspondence Between Ideals and Commutativity in Algebraic Crossed Products. Abramov, Viktor; Paal, Eugen; Silvestrov, Sergei; Stolin, Alexander (Eds.). Journal of Generalized Lie Theory and Applications, 2, (3), 216 - 220. 3rd Baltic-Nordic Workshop: Algebra, Geometry, and Mathematical Physics --- Dedicated to the memory of Professor Isaiah Kantor (1936-2006). Göteborg, Sweden: Astralgo Science
Conference Proceeding/Paper
|
Published
|
English
Authors:
Öinert, Johan
;
Silvestrov, Sergei
Editors:
Abramov, Viktor
;
Paal, Eugen
;
Silvestrov, Sergei
;
Stolin, Alexander
Department:
Mathematics (Faculty of Engineering)
Non-commutative Geometry-lup-obsolete
Project:
Non-commutative Analysis of Dynamics, Fractals and Wavelets
Non-commutative Geometry in Mathematics and Physics
Research Group:
Non-commutative Geometry-lup-obsolete
Abstract:
In this paper we will give an overview of some recent results which display a connection between commutativity and the ideal structure in algebraic crossed products.
Keywords:
ideal structure ;
maximal commutativity ;
algebraic crossed products
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