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Mathieu group

Generating the Mathieu Groups and Associated Steiner Systems
On Quadruply Transitive Groups Dissertation
Symmetries and Exotic Smooth Structures on a K3 Surface WM Chen University of Massachusetts - Amherst, [email protected]
Lifting a 5-Dimensional Representation of $ M {11} $ to a Complex Unitary Representation of a Certain Amalgam
K3 Surfaces, N= 4 Dyons, and the Mathieu Group
The Mathieu Group M24 As We Knew It
On Rademacher Sums, the Largest Mathieu Group and the Holographic Modularity of Moonshine Miranda C.N
The Subgroup Structure of the Mathieu Group Mi2
Durham Research Online
Sporadic Groups and Where to Find Them
Monsters and Moonshine
The Spirit of Moonshine: Connections Between the Mathieu Groups and Modular Forms
Determining Subgroup Structures of Finite Groups
Conway's Groupoid and Its Relatives
Introduction to Sporadic Groups 3
The Mathieu Groups and Their Geometries
Arxiv:1409.4124V6 [Math.NT] 18 Aug 2015 Ftecasﬁaino Nt Ipegop 1.Telretmtiugro Mathieu Largest the Ty Lie [1]
Introduction to Finite Simple Groups

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The Mathieu Group M12 and Conway's M13-Game Senior
Chapter 5 Sporadic Groups
Conway Groupoids and Completely Transitive Codes. Combinatorica, 38(2), 399-442
Mathematics and Music: the Mathieu Group 12
The Mathieu Group M-12 and Its Pseudogroup Extension M-13
Mathieu Groups and Chamber Graphs
A New Characterization of Mathieu Groups
Classifying Spaces of Sporadic Groups
The Mathieu Groups
Construction and Simplicity of the Large Mathieu Groups
My Life and Times with the Simple Sporadic Groups
Calabi-Yau Manifolds and Sporadic Groups
Representation and Character Theory of the Small Mathieu Groups
A Conformal Geometric Algebra Construction of the Modular Group
The Mathieu Groups, Which Are a Family of ﬁve Sporadic ﬁnite Simple Groups, As Well As Some Closely Related Topics
A BRIEF SURVEY a Hurwitz Group Is Any Finite Group Which Can Be Generated by an Element X of Order 2 and an Elem
A Representation of the Mathieu Group <Emphasis Type="Italic">M
Supplement. Finite Simple Groups

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