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19932019
most citedThe integral cohomology of the group of loops

47 citations · 70 across the 9 of their papers we have counts for

collaborators

9 papers

math.AT2019

Connectivity at Infinity for the Braid Group of a Complete Bipartite Graph

Kristen Mazur, Jon McCammond, John Meier +1

The graph braid group of a complete bipartite graph is the fundamental group of a configuration space of points on the graph, which is a CAT(0) cube complex. We combine an analysis…

math.GT2013

The BNS-invariant for the pure braid groups

Nic Koban, Jon McCammond, John Meier

In 1987 Bieri, Neumann and Strebel introduced a geometric invariant for discrete groups. In this article we compute and explicitly describe the BNS-invariant for the pure braid gro…

math.AT2009★ 47 cited

The integral cohomology of the group of loops

Craig A Jensen, Jon McCammond, John Meier

Let PSigma_n denote the group that can be thought of either as the group of motions of the trivial n-component link or the group of symmetric automorphisms of a free group of rank…

math.GR2008★ 2 cited

Compactly supported cohomology of buildings

Michael Davis, Jan Dymara, Tadeusz Januszkiewicz +2

We compute the compactly supported cohomology of the standard realization of any locally finite building.

math.GR2006

The Euler characteristic of the Whitehead automorphism group of a free product

Craig Jensen, Jon McCammond, John Meier

A combinatorial summation identity over the lattice of labelled hypertrees is established that allows one to gain concrete information on the Euler characteristics of various autom…

math.GT2004

The cohomology of right angled Artin groups with group ring coefficients

Craig Jensen, John Meier

We give an explicit formula for the cohomology of a right angled Artin group with group ring coefficients in terms of the cohomology of its defining flag complex.