Add to ORKGAbstract. We present the surge of activity since 2005, around what we call the algebraic (as contrasted with the geometric) approach to Kazhdan’s property (T). The discussion includes also an announcement of a recent result (March 2006) regarding property (T) for linear groups over arbitrary finitely generated rings
Abstract. We give simple examples of Kazhdan groups with infinite outer automorphism groups. This an...
On a question of Külshammer about algebraic group actions : an example ; Anhang zu Slodowy: Two note...
Ringel duality exhibits a symmetry for quasi-hereditary al-gebras, which, in particular, is of inter...
According to Atiyah, K-theory is that part of linear algebra that studies additive or abelian proper...
According to Atiyah, K-theory is that part of linear algebra that studies additive or abelian proper...
Recently there has been a lot of research and progress in profinite groups. We survey some of the ne...
AbstractThis paper deals with a “naive” way of generalizing Kazhdan's property (T) to C∗-algebras. O...
According to Atiyah, K-theory is that part of linear algebra that studies additive or abelian proper...
AbstractLet R be a ring generated by l elements with stable range r. Assume that the group ELd(R) ha...
56 pages. Version 2 makes (fairly minor) corrections and clarificationsWe introduce a notion of topo...
relationships between algebraic properties of groups and rings in some model-theoretic context
We develop a version of controlled algebra for simplicial rings. This generalizes the methods which ...
An algorithm is presented which calculates invariant rings of finite linear groups over an arbitrary...
Recently there has been a lot of research and progress in profinite groups. We survey some of the ne...
On a question of Külshammer about algebraic group actions : an example ; Anhang zu Slodowy: Two note...
Abstract. We give simple examples of Kazhdan groups with infinite outer automorphism groups. This an...
On a question of Külshammer about algebraic group actions : an example ; Anhang zu Slodowy: Two note...
Ringel duality exhibits a symmetry for quasi-hereditary al-gebras, which, in particular, is of inter...
According to Atiyah, K-theory is that part of linear algebra that studies additive or abelian proper...
According to Atiyah, K-theory is that part of linear algebra that studies additive or abelian proper...
Recently there has been a lot of research and progress in profinite groups. We survey some of the ne...
AbstractThis paper deals with a “naive” way of generalizing Kazhdan's property (T) to C∗-algebras. O...
According to Atiyah, K-theory is that part of linear algebra that studies additive or abelian proper...
AbstractLet R be a ring generated by l elements with stable range r. Assume that the group ELd(R) ha...
56 pages. Version 2 makes (fairly minor) corrections and clarificationsWe introduce a notion of topo...
relationships between algebraic properties of groups and rings in some model-theoretic context
We develop a version of controlled algebra for simplicial rings. This generalizes the methods which ...
An algorithm is presented which calculates invariant rings of finite linear groups over an arbitrary...
Recently there has been a lot of research and progress in profinite groups. We survey some of the ne...
On a question of Külshammer about algebraic group actions : an example ; Anhang zu Slodowy: Two note...
Abstract. We give simple examples of Kazhdan groups with infinite outer automorphism groups. This an...
On a question of Külshammer about algebraic group actions : an example ; Anhang zu Slodowy: Two note...
Ringel duality exhibits a symmetry for quasi-hereditary al-gebras, which, in particular, is of inter...