The homology of Richard Thompson's group F

Abstract

In the early 1980s Ross Geoghegan and I calculated the homology of Richard Thompson's group F as a graded abelian group. It turns out that the homology admits a natural ring structure, which I calculate in this paper. As a byproduct, I obtain the ring structure on the cohomology.

13 pages, 6 figures

Cited by in corpus (1)

• Filtered ends, proper holomorphic mappings of Kahler manifolds to Riemann surfaces, and Kahler groups