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Coxeter group
COXETER GROUPS (Unfinished and Comments Are Welcome)
Binary Icosahedral Group and 600-Cell
Computing Invariants of Hyperbolic Coxeter Groups
Petrie Schemes
Arxiv:1705.01294V1
Regular Polyhedra Through Time
Platonic Solids Generate Their Four-Dimensional Analogues
REFLECTION GROUPS and COXETER GROUPS by Kouver
Tetrahedral Coxeter Groups, Large Group-Actions on 3-Manifolds And
FROM the HYPERBOLIC 24-CELL to the CUBOCTAHEDRON 11 Has Been Much Studied
Be a Coxeter System and Let T := W∈W Wsw Denote the Corre- Sponding Set of Reflections
Polytope 335 and the Qi Men Dun Jia Model
What Is a Coxeter Group? October 2013 at the University of Lethbridge
Regular Polyhedra and Coxeter Groups
4D-Polytopes Described by Coxeter Diagrams and Quaternions
Convex Geometry of Coxeter-Invariant Polyhedra
Infinitely Many Hyperbolic Coxeter Groups Through Dimension 19
18 SYMMETRY of POLYTOPES and POLYHEDRA Egon Schulte
Top View
Deformation Spaces of Coxeter Truncation Polytopes Suhyoung Choi, Gye-Seon Lee, Ludovic Marquis
Rolling of Coxeter Polyhedra Along Mirrors 11
Regular and Irregular Chiral Polyhedra from Coxeter Diagrams Via Quaternions
4D Polytopes and Their Dual Polytopes of the Coxeter
E-Polytopes in Picard Groups of Smooth Rational Surfaces
The Special Cuts of the 600-Cell
Tetrahedral Coxeter Groups, Large Group-Actions on 3-Manifolds and Equivariant Heegaard Splittings
Convex Polytopes, Coxeter Orbifolds and Torus Actions
Polytopes with Euclidean Or Toroidal Faces and Vertex- Figures
Geometrydiscrete & Computational © 1997 Springer-Verlag New York Inc
4D Polytopes and Their Dual Polytopes of the Coxeter Group AW 4 )( Represented by Quaternions
Regular and Irregular Chiral Polyhedra from Coxeter Diagrams Via Quaternions
Regular Convex Uniform 4-Polytopes
GOSSET POLYTOPES in INTEGRAL OCTONIONS 1. Introduction the Octonions Have the Most Complex Algebra Among the Normed Division
What Is...A Building?, Volume 49, Number 10
Cells in Coxeter Groups
Generating Polytopes from Coxeter Groups — Veronica Viken MAT-3907 Master Thesis in Education Year 8-13, 40 SP
TWISTED GROUPS and LOCALLY TOROIDAL REGULAR POLYTOPES 1. Introduction in Recent Years, the Classical Notion of a Regular Polytop
Hyperbolic Geometry and Coxeter Groups
Two Results Concerning the Zome Model of the 600-Cell
Cluster Algebras and Coxeter Groups
18 SYMMETRY of POLYTOPES and POLYHEDRA Egon Schulte
Coxeter Groups
The Geometry and Topology of Coxeter Groups
Constructions for Regular Polytopes
Coxeter Groups and Aspherical Manifolds
Lectures on Coxeter Groups
What Clifford Algebra Can Do for Coxeter Groups and Root Systems
Regular Polytopes from Twisted Coxeter Groups and Unitary Reflexion Groups
Coxeter-Petrie Complexes of Regular Maps
Introduction to Coxeter Groups