Abstract
Abstract
We characterize the ideals of the semicrossed product
$C_0(X)\times _\phi {\mathbb Z}_+$
, associated with suitable sequences of closed subsets of X, with left (resp. right) approximate unit. As a consequence, we obtain a complete characterization of ideals with left (resp. right) approximate unit under the assumptions that X is metrizable and the dynamical system
$(X,\phi )$
contains no periodic points.
Publisher
Canadian Mathematical Society
Reference8 articles.
1. Compact multiplication operators on semicrossed products
2. Topological radicals of semicrossed products;Andreolas;Serdica Math. J.,2021
3. Semicrossed products of operator algebras: a survey;Davidson;New York J. Math.,2018
4. The Jacobson Radical for Analytic Crossed Products