4 citations · 7 across the 3 of their papers we have counts for
3 papers
math.AT2011
A computation of H^1(Γ, H_1(Σ))
Rasmus Villemoes
Let Σ= Σ_{g,1} be a compact surface of genus g at least 3 with one boundary component, Γits mapping class group and M = H_1(Σ, Z) the first integral homology of Σ. Using that Γis g…
math.DG2009★ 3 cited
Cohomology of mapping class groups and the abelian moduli space
Jørgen Ellegaard Andersen, Rasmus Villemoes
We consider a surface of genus , either closed or with exactly one puncture. The mapping class group of acts symplectically on the abelian moduli space $M = \…
math.DG2008★ 4 cited
The mapping class group orbit of a multicurve
Rasmus Villemoes
Given a set equipped with a transitive action of a group, we define the notion of an almost invariant coloring of the set. We consider the mapping class group orbit of a multicurve…