Topological groups of Kac--Moody type, right-angled twinnings and their lattices

By Bertrand Rémy, M. Ronan. 2006

81 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/7f6ba93144fa14ede7303f59498b1045117342a8

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1. P. Caprace
2. Colin D. Reid
3. George A. Willis
4. Bertrand Rémy
5. Denis V. Osin
6. Daan Krammer
7. Helge Glöckner
8. Anthony Genevois

Citations in the corpus

• Simplicity and superrigidity of twin building lattices (2006, methodology): “The closure Λ + Aut(B+) is the topological completion considered in [65].”
• LOCALLY NORMAL SUBGROUPS OF TOTALLY DISCONNECTED GROUPS. PART II: COMPACTLY GENERATED SIMPLE GROUPS (2014, background): “uilding that need be neither Euclidean nor hyperbolic (see [46]). In fact, all of these groups are abstractly simple by the main result of [34]. Some variations of this construction are possible, see [47]. • Groups of tree automorphisms. A simplicity criterion for groups acting on trees has been giv”