Relatively Hyperbolic Coxeter Groups with maximal Flats of codimension 1
Giang Le

TL;DR
This paper investigates a specific class of relatively hyperbolic Coxeter groups with maximal Euclidean subgroups of codimension 1, establishing an upper bound on their dimension.
Contribution
It provides the first known bound on the dimension of relatively hyperbolic Coxeter groups with maximal flats of codimension 1.
Findings
Dimension of these Coxeter groups is bounded above.
Characterization of maximal Euclidean Coxeter subgroups of codimension 1.
Advances understanding of geometric properties of these groups.
Abstract
We study relatively hyperbolic Coxeter groups of type with maximal Euclidean Coxeter subgroups of codimension 1. Our main result in this paper is that the dimension of these groups is bounded above.
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Taxonomy
TopicsGeometric and Algebraic Topology · Advanced Combinatorial Mathematics · Mathematics and Applications
