Add to ORKGShalom characterized property (T) in terms of the vanishing of all reduced first cohomology for compactly generated groups. We characterize group pairs having the property that the restriction map on all first reduced cohomology vanishes. We show that, in a strong sense, this is inequivalent to relative property (T), even for compactly generated group-pairs
Consider a compact group $G$ acting on a real or complex Banach Lie group $U$, by automorphisms in t...
We provide a unified proof of all known examples of locally compact groups that enjoy the Howe{Moore...
Let λbe a finite-dimensional representation of a connected nilpotent group Gand Ube a unitary repres...
Relative property (T) has recently been used to show the existence of a variety of new rigidity phen...
In this article we will focus on the reduced-1 cohomology spaces of locally compact connected groups...
It is a well-known homological fact that every Abelian groupGhas the property that Hom(G,−)com-mutes...
AbstractIn this paper, we provide the algebraic foundations to the theory of relative bounded cohomo...
In the first chapter, we characterize p-adic linear algebraic groups with the Haagerup Property. We ...
Let k be an algebraically closed field of characteristic p>0 and let G be a connected reductive grou...
We provide a unified proof of all known examples of locally compact groups that enjoy the Howe-Moore...
AbstractWe define a relative property A for a countable group with respect to a finite family of sub...
In this note we give a (very) simple proof of the known fact that the first cohomology group with co...
Let Λ be a countably infinite property (T) group, and let D be UHF-algebra of infinite type. We prov...
AbstractFor each locally compact non-compact σ-compact Abelian group G whose dual is an I-group and ...
AbstractIt is a well-known homological fact that every Abelian group G has the property that Hom(G,−...
Consider a compact group $G$ acting on a real or complex Banach Lie group $U$, by automorphisms in t...
We provide a unified proof of all known examples of locally compact groups that enjoy the Howe{Moore...
Let λbe a finite-dimensional representation of a connected nilpotent group Gand Ube a unitary repres...
Relative property (T) has recently been used to show the existence of a variety of new rigidity phen...
In this article we will focus on the reduced-1 cohomology spaces of locally compact connected groups...
It is a well-known homological fact that every Abelian groupGhas the property that Hom(G,−)com-mutes...
AbstractIn this paper, we provide the algebraic foundations to the theory of relative bounded cohomo...
In the first chapter, we characterize p-adic linear algebraic groups with the Haagerup Property. We ...
Let k be an algebraically closed field of characteristic p>0 and let G be a connected reductive grou...
We provide a unified proof of all known examples of locally compact groups that enjoy the Howe-Moore...
AbstractWe define a relative property A for a countable group with respect to a finite family of sub...
In this note we give a (very) simple proof of the known fact that the first cohomology group with co...
Let Λ be a countably infinite property (T) group, and let D be UHF-algebra of infinite type. We prov...
AbstractFor each locally compact non-compact σ-compact Abelian group G whose dual is an I-group and ...
AbstractIt is a well-known homological fact that every Abelian group G has the property that Hom(G,−...
Consider a compact group $G$ acting on a real or complex Banach Lie group $U$, by automorphisms in t...
We provide a unified proof of all known examples of locally compact groups that enjoy the Howe{Moore...
Let λbe a finite-dimensional representation of a connected nilpotent group Gand Ube a unitary repres...