AbstractFor each locally compact non-compact σ-compact Abelian group G whose dual is an I-group and each compact Abelian group Σ, such that there is a one-to-one continous homomorphism from G onto a dense subgroup of Σ, we show the existence of cocycles on Σ whose associated unitary representations of G have purely singular continuous spectrum, as well as the existence of cocycles on Σ whose associated unitary representations of G have purely Haar spectrum
Given a C ∗ -algebra A with a left action of a locally compact quantum group G on it and a unitary 2...
AbstractLet G be a locally compact group and let B(G) be the dual space of C∗(G), the group C∗ algeb...
AbstractWe establish an explicit, algebraic, one-to-one correspondence between the ⁎-homomorphisms, ...
AbstractFor each locally compact non-compact σ-compact Abelian group G whose dual is an I-group and ...
We prove here an identity for cocycles associated with homogeneous spaces in the context of locally ...
Let λbe a finite-dimensional representation of a connected nilpotent group Gand Ube a unitary repres...
AbstractLet G be a locally compact abelian group, and let Ω be an open relatively compact subset of ...
Consider a compact group $G$ acting on a real or complex Banach Lie group $U$, by automorphisms in t...
AbstractIt is shown that a connected locally compact group G has a Hausdorff unitary dual space if a...
Let Λ be a countably infinite property (T) group, and let D be UHF-algebra of infinite type. We prov...
AbstractLet G be a compact abelian group with the archimedean totally ordered dual Γ and let L be th...
Let lambda and U be representations of a group G with a normal Engel subgroup N. The paper studies t...
Spectral criteria for the cohomological triviality of extensions of representations of connected nil...
AbstractLet (A, G, α) be a separable C∗-dynamical system in which G is abelian and A has continuous ...
AbstractWe study the group properties of the spectrum of a strongly continuous unitary representatio...
Given a C ∗ -algebra A with a left action of a locally compact quantum group G on it and a unitary 2...
AbstractLet G be a locally compact group and let B(G) be the dual space of C∗(G), the group C∗ algeb...
AbstractWe establish an explicit, algebraic, one-to-one correspondence between the ⁎-homomorphisms, ...
AbstractFor each locally compact non-compact σ-compact Abelian group G whose dual is an I-group and ...
We prove here an identity for cocycles associated with homogeneous spaces in the context of locally ...
Let λbe a finite-dimensional representation of a connected nilpotent group Gand Ube a unitary repres...
AbstractLet G be a locally compact abelian group, and let Ω be an open relatively compact subset of ...
Consider a compact group $G$ acting on a real or complex Banach Lie group $U$, by automorphisms in t...
AbstractIt is shown that a connected locally compact group G has a Hausdorff unitary dual space if a...
Let Λ be a countably infinite property (T) group, and let D be UHF-algebra of infinite type. We prov...
AbstractLet G be a compact abelian group with the archimedean totally ordered dual Γ and let L be th...
Let lambda and U be representations of a group G with a normal Engel subgroup N. The paper studies t...
Spectral criteria for the cohomological triviality of extensions of representations of connected nil...
AbstractLet (A, G, α) be a separable C∗-dynamical system in which G is abelian and A has continuous ...
AbstractWe study the group properties of the spectrum of a strongly continuous unitary representatio...
Given a C ∗ -algebra A with a left action of a locally compact quantum group G on it and a unitary 2...
AbstractLet G be a locally compact group and let B(G) be the dual space of C∗(G), the group C∗ algeb...
AbstractWe establish an explicit, algebraic, one-to-one correspondence between the ⁎-homomorphisms, ...