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Mathieu group M12
12.6 Further Topics on Simple Groups 387 12.6 Further Topics on Simple Groups
The Mathieu Groups (Simple Sporadic Symmetries)
The Purpose of These Notes Is to Explain the Outer Automorphism Of
2020 Ural Workshop on Group Theory and Combinatorics
Polytopes Derived from Sporadic Simple Groups
Abstracts (PDF)
Final Report (PDF)
The Subgroup Structure of the Mathieu Group Mi2
The Character Table of a Sharply 5-Transitive Subgroup of the Alternating Group of Degree 12
Finite Simple Groups and Localization
Monsters and Moonshine
Invariant Meromorphic Functions on Stein Manifolds
The Spirit of Moonshine: Connections Between the Mathieu Groups and Modular Forms
Introduction to Finite Simple Groups
An Atlas of Subgroup Lattices of Finite Almost Simple Groups
The Mathieu Group M12 and Conway's M13-Game Senior
The Mathieu Group M-12 and Its Pseudogroup Extension M-13
Extremal Chiral $\Mathcal N= 4$ SCFT with $ C=
Top View
9 the Geometry of the Mathieu Groups
Abstract Group Theory
Mathieu Groups and Chamber Graphs
Algebraic Topology: Homotopy and Group Cohomology
Classifying Spaces of Sporadic Groups
20-02 Conway, JH
LIGHTLY RAMIFIED NUMBER FIELDS with GALOIS GROUP S.M12.A 3 Except for the Mathieu Group M23, Where It Is Not Even Known to Be Non-Empty [12]
Finite Groups of Automorphisms of Enriques Surfaces and the Mathieu Group $ M {12} $
Two Moonshines for $ L 2 (11) $ but None for $ M {12} $
Representation and Character Theory of the Small Mathieu Groups
A Representation of the Mathieu Group <Emphasis Type="Italic">M
Equivariant Homotopy of Posets and Some Applications to Subgroup Lattices
Subgroup Complexes
Supplement. Finite Simple Groups
Study on the Q-Conjugacy Relations for the Janko Groups