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Power associativity
Split Octonions
Euclidean Jordan Algebras for Optimization
Arxiv:1412.2365V1 [Math.AG]
Arxiv:1808.03808V1 [Math.RA]
On a Class of Malcev-Admissible Algebras
Abraham Adrian Albert 1905-1972 by Nathan Jacobson
Arxiv:1205.2910V1 [Math.RA] 13 May 2012 1.1
Complexity and Unsolvability Properties of Nilpotency Irvin R
Hermann Weyl - Space-Time-Matter
Non-Associative Algebras and Quantum Physics
A Theorem on Commutative Power Associative Loop Algebras1
Hom-Power Associative Algebras, in Which the Defining Identities (1.0.2) Are Relaxed by a Certain Linear Self-Map, Called the Twisting Map
An Introduction to Nonassociative Algebras, by R
Arxiv:2011.11702V4 [Math.RA] 16 Jun 2021 Position: Nessae Tews.W Fe Eoemultiplication Denote Often We Otherwise
Problems in the Classification Theory of Non-Associative Simple Algebras
Arxiv:1007.4118V1 [Math.RA] 23 Jul 2010
ABRAHAM ADRIAN ALBERT Noaember 9, 1905-June 6, 1972
About Some Properties of Algebras Obtained by the Cayley-Dickson Process Cristina Flaut
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Peirce Decomposition Ie Simple Lxe-Almissibu!
A Brief Exploration of Normed Division Algebras from R to O (And Beyond?)
Pos(CORFU2018)100 -flux R -flux Back- R ∗ EMPG-19-10
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Speaker
Combinatorial and Asymptotic Methods of Algebra Non
New Results on Power-Associative Algebras^)
POWER-ASSOCIA TIVE COMMUTATIVE ALGEBRAS of DEGREE TWO Than Two Is a Classical Jordan Algebra. Such an Algebra of Degree One Shal
Evolution Algebra of A" Chicken" Population
Useful Theorems on Commutative Non-Associative Algebras
On the Non-Vanishing Property for Real Analytic Solutions of the P-Laplace Equation
Function Theories in Cayley-Dickson Algebras and Number Theory
On Nonassociative Division Algebras^)
Some Problems in the Theory of Rings That Are Nearly Associative∗
Cogroups and Co-Rings in Categories of Associative Rings, 1996 44 J
Polynomial Identities for Tangent Algebras of Monoassociative Loops
Sedenions: Algebra and Analysis K
Mengue Mengue, David Joel (079075102)
Power-Associative Rings
Comm. Algebra 35 (2007), No. 11, 3603–3610. In
1. Algebraic Status for a Nonassociative Algebra a Over a Field F, Denote by A-The Algebra with Multiplication [X, Yj=Xy-Xy Defined on the Vector Space A
Octonions, E6, and Particle Physics
1. Introduction. by a Nonassociative Algebra Is Meant a Vector Space Which Is Equipped with a Bilinear Multiplication
KH Hofmann [4], PS Fully Acknowledged