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Binary tetrahedral group
The Classification and the Conjugacy Classesof the Finite Subgroups of The
A Symplectic Resolution for the Binary Tetrahedral Group
Maximal Subgroups of the Coxeter Group W(H4) and Quaternions
Platonic Solids Generate Their Four-Dimensional Analogues
Remarks on the Cohomology of Finite Fundamental Groups of 3–Manifolds
2011 Volume 4
4D Pyritohedral Symmetry
The Classification and the Conjugacy Classes of the Finite Subgroups of the Sphere Braid Groups Daciberg Gonçalves, John Guaschi
The Double Cover of the Icosahedral Symmetry Group and Quark Mass
Quaternionic Kleinian Modular Groups and Arithmetic Hyperbolic Orbifolds Over the Quaternions
Tetrahedral Symmetry and the Graviton 1 Introduction
Representation Theory and the Mckay Correspondence
The Overarching Finite Symmetry Group of Kummer Surfaces in the Mathieu Group M 24
Binary Icosahedral Group and 600-Cell
Root Systems and Clifford Algebras
Lattice Polytopes and Orbifolds
A Symplectic Resolution for the Binary Tetrahedral Group Manfred Lehn, Christoph Sorger
Finite Subgroups of SL(2,CC)
Top View
Anticoherent Subspaces Exist for Many Values of Spin
Cellularization for Exceptional Spherical Space Forms And
Improved Orientation Sampling for Indexing Diffraction Patterns of Polycrystalline Materials
Clifford Algebra Is the Natural Framework for Root Systems and Coxeter Groups. Group Theory: Coxeter, Conformal and Modular Groups
Symmetry Groups of Regular Polytopes in Three and Four Dimensions
SPHERICAL SPACE FORMS REVISITED in Chapters 4
Solutions for Tutorial 1 Topic 1: Semi-Direct Products 1
Shephard-Todd Paper
A Symplectic Resolution for the Binary Tetrahedral Group Manfred Lehn, Christoph Sorger
The Subgroups of the Binary Polyhedral Groups
On Endomorphisms of Groups of Order 36
Unification of Interactions in Discrete Spacetime
A COMPLEX EUCLIDEAN REFLECTION GROUP with an ELEGANT COMPLEMENT COMPLEX Introduction the Complement of a Hyperplane Arrangement
Drinfeld Doubles for Finite Subgroups of SU(2) and SU(3) Lie Groups
Clifford Algebra Unveils a Surprising Geomet- Ric Significance of Quaternionic Root Systems of Coxeter Groups
Quaternionic Root Systems and Subgroups Of
What Clifford Algebra Can Do for Coxeter Groups and Root Systems
Character Theory of Finite Groups NZ Mathematics Research Institute Summer Workshop Day 4: the Mckay Correspondence
Platonic Solids Generate Their Four-Dimensional Analogues
On the Classification of Finite Groups Acting on Homology 3-Spheres
Clifford Algebra Unveils a Surprising Geometric Significance of Quaternionic Root Systems of Coxeter Groups