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Freudenthal magic square
A Magic Pyramid of Supergravities
Cunha, Isabel; Elduque, Alberto: an Extended Freudenthal Magic Square in Characteristic 3. J. Algebra 317, No. 2, 471-509 (2007)
Gradings of Lie Algebras, Magical Spin Geometries and Matrix Factorizations
[Math.RA] 19 Nov 2004 (1) Sextonions
The Sextonions and E7 1/2 Joseph M
Sextonions, Zorn Matrices, and E 1 72
Squaring the Magic Sergio L
Tits Construction of the Exceptional Simple Lie Algebras
L. Manivel PREHOMOGENEOUS SPACES and PROJECTIVE
Global Symmetries of Yang-Mills Squared in Various Dimensions
Hyperkähler Manifolds from the Tits–Freudenthal Magic Square Atanas Iliev, Laurent Manivel
Gradings of Lie Algebras, Magical Spin Geometries and Matrix Factorizations Roland Abuaf, Laurent Manivel
Arxiv:1711.08476V2 [Hep-Th] 30 Nov 2017 Four Octonionic Entries, a ⊗ O and O ⊗ A˜
SEXTONIONS and the MAGIC SQUARE 1. Introduction the Freudenthal Magic Square Is a 4×4 Array of Complex Semisimple Lie Algebras
The Octonions
Triality, Exceptional Lie Algebras and Deligne Dimension Formulas
The F4 and E6 Families Have a Finite Number of Points
On the Exceptional Series, and Its Descendants Pierre Delignea, Benedict H
Top View
Exceptional Lie Algebra Magic Square Series
1 Tits Construction
THE SEXTONIONS and E7 1 1. Introduction in [11, 8, 24
Representation Theory and Projective Geometry
Special Prehomogeneous Vector Spaces Associated to F4, E6, E7, E8 and Simple Jordan Algebras of Rank 3
Arxiv:Math/0608191V1 [Math.RA] 8 Aug 2006 Eitc3 Odn Rhgnl Symplectic
The Magic Square and Symmetric Compositions II
Division Algebra Representations of SO (4, 2)