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Jordan algebra

  • Arxiv:2009.05574V4 [Hep-Th] 9 Nov 2020 Predict a New Massless Spin One Boson [The ‘Lorentz’ Boson] Which Should Be Looked for in Experiments

    Arxiv:2009.05574V4 [Hep-Th] 9 Nov 2020 Predict a New Massless Spin One Boson [The ‘Lorentz’ Boson] Which Should Be Looked for in Experiments

  • Part I. Origin of the Species Jordan Algebras Were Conceived and Grew to Maturity in the Landscape of Physics

    Part I. Origin of the Species Jordan Algebras Were Conceived and Grew to Maturity in the Landscape of Physics

  • Arxiv:1106.4415V1 [Math.DG] 22 Jun 2011 R,Rno Udai Form

    Arxiv:1106.4415V1 [Math.DG] 22 Jun 2011 R,Rno Udai Form

  • Structure and Representations of Noncommutative Jordan Algebras

    Structure and Representations of Noncommutative Jordan Algebras

  • Pre-Jordan Algebras

    Pre-Jordan Algebras

  • Smarandache Non-Associative Rings

    Smarandache Non-Associative Rings

  • Non-Associative Rings and Algebras

    Non-Associative Rings and Algebras

  • John Von Neumann and the Theory of Operator Algebras *

    John Von Neumann and the Theory of Operator Algebras *

  • Geometric and Algebraic Approaches to Quantum Theory

    Geometric and Algebraic Approaches to Quantum Theory

  • On the Free Jordan Algebras

    On the Free Jordan Algebras

  • Non-Associative Algebras and Quantum Physics

    Non-Associative Algebras and Quantum Physics

  • Representation of Jordan and Lie Algebras

    Representation of Jordan and Lie Algebras

  • The Characteristic Equation of the Exceptional Jordan Algebra: Its Eigenvalues, and Their Possible Connection with Mass Ratios of Quarks and Leptons

    The Characteristic Equation of the Exceptional Jordan Algebra: Its Eigenvalues, and Their Possible Connection with Mass Ratios of Quarks and Leptons

  • An Introduction to Nonassociative Algebras, by R

    An Introduction to Nonassociative Algebras, by R

  • DERIVATIONS Introduction to Non-Associative Algebra OR

    DERIVATIONS Introduction to Non-Associative Algebra OR

  • Octonions, E6, and Particle Physics

    Octonions, E6, and Particle Physics

  • A Genetic Method for Non-Associative Algebras (II) (Mendel Algebra with Mutation)

    A Genetic Method for Non-Associative Algebras (II) (Mendel Algebra with Mutation)

  • Albert Algebras

    Albert Algebras

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  • A. Doering and J. Harding, Abelian Subalgebras and the Jordan
  • Cubic Subfields of Exceptional Simple Jordan Algebras
  • Exceptional Jordan Algebras
  • By Ichiro YOKOTA Department of Mathematics, Shinshu University
  • Some Applications of Jordan Norms to Lnvolutorial Simple Associative Algebras
  • Euclidean Jordan Algebras and Variational Problems Under Conic Constraints David Sossa
  • Booklet of Abstracts
  • Lecture 21 - Jordan Algebras and Projective Spaces
  • Centralizers in Jordan Algebras
  • Arxiv:Math/0411104V1
  • The Octonions
  • ESSENTIAL DIMENSION of ALBERT ALGEBRAS an Albert Algebra Is A
  • Jordan Algebras
  • On Algebras of Generalized Latin Squares
  • General Representation Theory of Jordan Algebras Author(S): N
  • Why Do the Quantum Observables Form a Jordan Operator Algebra?
  • Algebraic Approaches to Artificial Chemistries Penelope
  • Nonassociative Algebras∗


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