Wednesday 28 October 2015 from 11:00–12:00 in Carslaw 535A
Please join us for lunch after the talk!
Abstract: The Lodha-Moore groups are finitely presented counterexamples to the von Neumann-Day conjecture. They appear as subgroups of a group of piecewise projective maps constructed by Monod. Elements in these groups can be represented as pairs of binary trees, in a similar way to elements of Thompson's group F. We study their commutators and second commutators, showing some of them are simple. This is joint work with Jose Burillo and Yash Lodha.
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