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Niemeier lattice
Classification of Positive Definite Lattices. 22 Feb 2000 Richard E
Automorphism Groups of the Holomorphic Vertex Operator
String Theory Moonshine
Arxiv:1403.3712V6 [Math.NT] 18 Aug 2015 the Q1 Coefficient of J(Τ), Can Be Expressed As a Linear Combination of Dimensions of Irreducible
18 Jul 2017 K3 String Theory, Lattices and Moonshine
The Characteristic Masses of Niemeier Lattices Gaetan Chenevier
Dimension Formulae and Generalised Deep Holes of the Leech Lattice Vertex Operator Algebra
Hyperbolic Reflection Groups and the Leech Lattice
A Detailed Study of the Relationship Between Some
Moonshine. We Also Obtain Exact Formulas for the Multiplicities of the Irreducible Components of the Moonshine Modules
3D String Theory and Umbral Moonshine
The Leech Lattice and Other Lattices. This Is a Corrected (1999) Copy of My Ph.D
13 Version of Attached Le: Accepted Version Peer-Review Status of Attached Le: Peer-Reviewed Citation for Published Item: Taormina, A
Arxiv:1707.07587V3 [Math.GR] 1 Sep 2018 Stheorem As Hoe 0.1
The Characteristic Masses of Niemeier Lattices
Arxiv:2105.13951V1 [Math.AG] 28 May 2021
Arxiv:1605.00697V1 [Hep-Th] 2 May 2016
Many Moonshines: Monstrous, Mathieu and (M)Umbral
Top View
Simplicity II Fermilab Sep. 8, 2016 Jeff Harvey
The Leech Lattice. Proc. R. Soc. Lond. a 398, 365-376 (1985) Richard E
TASI Lectures on Moonshine Arxiv:1807.00723V1 [Hep-Th]
Monstrous Moonshine
Umbral Moonshine and the Niemeier Lattices Arxiv:1307.5793V2
3D String Theory and Umbral Moonshine
A Siegel Cusp Form of Degree 12 and Weight 12. Richard E. Borcherds, ∗ D.P.M.M.S., 16 Mill Lane, Cambridge, CB2 1SB, England
Rank 72 High Minimum Norm Lattices
Generalised Umbral Moonshine
Niemeier Lattices and Homological Algebra Leo Jiang