activity
19992008
most citedVanishing of top equivariant Chern classes of regular embeddings

4 citations · 18 across the 8 of their papers we have counts for

collaborators

8 papers

math.AG2008★ 3 cited

A Cyclic Operad in the Category of Artin Stacks and Gravitational Correlators

Ivan Kausz

We define an Artin stack which may be considered as a substitute for the non-existing (or empty) moduli space of stable two-pointed curves of genus zero. We show that this Artin st…

math.AG2006★ 3 cited

Stable maps into the classifying space of the general linear group

Ivan Kausz

In this note we give a definition of stable maps into the classifying stack $\BGL_r$ of the general linear group. To support our belief that the definition is the correct one, we s…

math.AG2005★ 4 cited

Vanishing of top equivariant Chern classes of regular embeddings

Michel Brion, Ivan Kausz

Let be a connected affine algebraic group and a regular -variety (in the sense of Bifet-De Concini-Procesi) with open orbit and boundary divisor . We show the v…

math.AG2004

Twisted vector bundles on pointed nodal curves

Ivan Kausz

We establish a striking connection between Abramovich's and Vistoli's twisted bundles and Gieseker vector bundles. This note grew out of an attempt to understand a recent draft of…

math.AG2003

A canonical decomposition of generalized theta functions on the moduli stack of Gieseker vector bundles

Ivan Kausz

In this paper I present a new geometric approach to the factorization rule for generalised theta functions. Let be an irreducible projective nodal curve with one singularity an…

math.AG2003★ 3 cited

Global sections of line bundles on a wonderful compactification of the general linear group

Ivan Kausz

In a previous paper we have constructed a compactification of the general linear group , which in many respects is analogous to the so called wonderful compactificati…