The authors build simple uniform lattices in products of trees and 2D Davis complexes of right-angled Coxeter groups defined by odd graphs, together with an analogue of Burger-Mozes universal groups and a local density criterion.
A construction which can be used to produce finitely presented infinite simple groups.Journal of Algebra, 90(2):294–322
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Simple Lattices in Products of Davis Complexes
The authors build simple uniform lattices in products of trees and 2D Davis complexes of right-angled Coxeter groups defined by odd graphs, together with an analogue of Burger-Mozes universal groups and a local density criterion.