Constructions of cocompact lattices in certain higher-rank complete Kac-Moody groups

Mathematics – Group Theory

Scientific paper

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5 pages

Scientific paper

Let G be a complete Kac-Moody group of rank at least 2 such that the Weyl
group of G is a free product of cyclic groups of order 2. We construct new
families of examples of cocompact lattices in G, many of which act transitively
on the chambers of the building for G.

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