AbstractWe show that if G is a unimodular, amenable group whose primitive dual space Pr C∗(G) satisfies certain regularity conditions, then G is in the class [FC]−. This is a partial converse to a result of Liukkonen and Mosak that a σ-compact [FC]− group has a Hausdorff primitive dual space
AbstractLet E be an Archimedean Riesz space possessing a weak unit e and let Ω be the collection of ...
This is a preprint of an article published in the Proceedings of the American Mathematical Society 1...
AbstractIt is proved that for an [FC]− group G, the Beurling algebra Lω1(G) is ∗-regular if and only...
AbstractWe show that if G is a σ compact locally compact group with relatively compact conjugacy cla...
AbstractWe give a simple necessary and sufficient condition for the group C∗-algebra of a connected ...
AbstractCall a locally compact group G, C∗-unique, if L1(G) has exactly one (separating) C∗-norm. It...
AbstractA necessary and sufficient condition for a topological space Y to be the primitive ideal spa...
The Mautner groups are the 5-dimensional solvable Lie groups that have non-type-I factor representat...
AbstractCall a locally compact group G, C∗-unique, if L1(G) has exactly one (separating) C∗-norm. It...
AbstractReferring to the pπ8 A (Functionally regular) axiom of Van Est and Freudenthal [W. T. Van Es...
An algebra $A$ is said to be directly finite if each left-invertible element in the (conditional) un...
AbstractA compactification αX of a locally compact Hausdorff space X is said to be singular if αX β ...
AbstractIt is shown that a connected locally compact group G has a Hausdorff unitary dual space if a...
The outline of our present paper is as follows. In §1, we collect some preliminary definitions and r...
Abstract: Let.A denote the left regular representation of a locally compact group G on L 2(G) and C*...
AbstractLet E be an Archimedean Riesz space possessing a weak unit e and let Ω be the collection of ...
This is a preprint of an article published in the Proceedings of the American Mathematical Society 1...
AbstractIt is proved that for an [FC]− group G, the Beurling algebra Lω1(G) is ∗-regular if and only...
AbstractWe show that if G is a σ compact locally compact group with relatively compact conjugacy cla...
AbstractWe give a simple necessary and sufficient condition for the group C∗-algebra of a connected ...
AbstractCall a locally compact group G, C∗-unique, if L1(G) has exactly one (separating) C∗-norm. It...
AbstractA necessary and sufficient condition for a topological space Y to be the primitive ideal spa...
The Mautner groups are the 5-dimensional solvable Lie groups that have non-type-I factor representat...
AbstractCall a locally compact group G, C∗-unique, if L1(G) has exactly one (separating) C∗-norm. It...
AbstractReferring to the pπ8 A (Functionally regular) axiom of Van Est and Freudenthal [W. T. Van Es...
An algebra $A$ is said to be directly finite if each left-invertible element in the (conditional) un...
AbstractA compactification αX of a locally compact Hausdorff space X is said to be singular if αX β ...
AbstractIt is shown that a connected locally compact group G has a Hausdorff unitary dual space if a...
The outline of our present paper is as follows. In §1, we collect some preliminary definitions and r...
Abstract: Let.A denote the left regular representation of a locally compact group G on L 2(G) and C*...
AbstractLet E be an Archimedean Riesz space possessing a weak unit e and let Ω be the collection of ...
This is a preprint of an article published in the Proceedings of the American Mathematical Society 1...
AbstractIt is proved that for an [FC]− group G, the Beurling algebra Lω1(G) is ∗-regular if and only...
DOI
Add to ORKG