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Monster group
Arxiv:1911.10534V3 [Math.AT] 17 Apr 2020 Statement
Our Mathematical Universe: I. How the Monster Group Dictates All of Physics
§2. Elliptic Curves: J-Invariant (Jan 31, Feb 4,7,9,11,14) After
K3 Surfaces, N= 4 Dyons, and the Mathieu Group
Moonshines for L2(11) and M12
Arxiv:1307.5522V5 [Math.AG] 25 Oct 2013 Rnho Mathematics
Final Report (PDF)
A Survey: Bob Griess's Work on Simple Groups and Their
Anatomy of the Monster: II
Some Moonshine Connections Between Fischer-Griess Monster Group () and Number Theory
Pariah Moonshine
Monstrous Moonshine and Monstrous Lie Superalgebras
Sporadic Groups and Where to Find Them
Introduction to Stringy Moonshine ” June, 2018 Tohru Eguchi, University of Tokyo
Simple Groups and the Classification of Finite Groups
Monsters and Moonshine
A Monster Tale: a Review on Borcherds' Proof of Monstrous Moonshine Conjecture
Group Theory
Top View
Monstrous Groups
The Spirit of Moonshine: Connections Between the Mathieu Groups and Modular Forms
The Inverse Problem of Galois Theory: the Rigidity Method
Introduction to Sporadic Groups 3
Symmetries, Information and Monster Groups Before and After the Big Bang
Free Groups, Raags, and Their Automorphisms
Some Finiteness Conditions on Centralizers Or Normalizers in Groups
Arxiv:1605.00697V1 [Hep-Th] 2 May 2016
Introduction to Abstract Algebra (Math 113)
An Elementary Approach to the Monster
What Is...The Monster?
The J-Function and the Monster
ON the ASYMPTOTIC FORMULA for the FOURIER COEFFICIENTS of the J-FUNCTION
A Short Introduction to Monstrous Moonshine
1 Towards a Monster Group Encompassing the Universe
Classifying Spaces of Sporadic Groups
Strong Relationship Between Prime Numbers and Sporadic Groups
Group Theory