activity
20042013
most citedSupport Varieties and Representation Type of Self-Injective Algebras

1 citations · 3 across the 5 of their papers we have counts for

collaborators

6 papers

math.RT2013★ 1 cited

Erratum to "Support varieties and representation type of small quantum groups"

Joerg Feldvoss, Sarah Witherspoon

Some of the general results in the paper require an additional hypothesis, such as quasitriangularity. Applications to specific types of Hopf algebras are correct, as some of these…

math.RT2011★ 1 cited

Support Varieties and Representation Type of Self-Injective Algebras

Joerg Feldvoss, Sarah Witherspoon

We use the theory of varieties for modules arising from Hochschild cohomology to give an alternative version of the wildness criterion of Bergh and Solberg: If a finite dimensional…

math.RT2009★ 1 cited

Support varieties and representation type of small quantum groups

Joerg Feldvoss, Sarah Witherspoon

In this paper we provide a wildness criterion for any finite dimensional Hopf algebra with finitely generated cohomology. This generalizes a result of Farnsteiner to not necessaril…

math.RT2006

On the Cohomology of Modular Lie Algebras

Joerg Feldvoss

In this paper we establish a connection between the cohomology of a modular Lie algebra and its p-envelopes. We also compute the cohomology of Zassenhaus algebras and their minimal…

math.RT2005

Injective Modules and Prime Ideals of Universal Enveloping Algebras

Joerg Feldvoss

In this paper we study injective modules over universal enveloping algebras of finite-dimensional Lie algebras over fields of arbitrary characteristic. Most of our results are deal…

math-ph2004

Existence of triangular Lie bialgebra structures II

Joerg Feldvoss

We characterize finite-dimensional Lie algebras over an arbitrary field of characteristic zero which admit a non-trivial (quasi-) triangular Lie bialgebra structure.