M. Schrödl

most citedVanishing of

ℓ^{2}

-Betti numbers of locally compact groups as an invariant of coarse equivalence

11 citations · 11 across the 1 of their papers we have counts for

collaborators

1 paper

math.AT2017★ 11 cited

Vanishing of $ℓ^{2}$ -Betti numbers of locally compact groups as an invariant of coarse equivalence

Roman Sauer, Michael Schrödl

We provide a proof that the vanishing of $ℓ^{2}$ -Betti numbers of unimodular locally compact second countable groups is an invariant of coarse equivalence.

Vanishing of ℓ2-Betti numbers of locally compact groups as an invariant of coarse equivalence

Vanishing of $ℓ^{2}$ -Betti numbers of locally compact groups as an invariant of coarse equivalence