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Complex geometry, unification, and quantum gravity. II: The generations problem (Q1209239)

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scientific article; zbMATH DE number 167643
Language Label Description Also known as
English
Complex geometry, unification, and quantum gravity. II: The generations problem
scientific article; zbMATH DE number 167643

    Statements

    title
    Complex geometry, unification, and quantum gravity. II: The generations problem (English)
    0 references
    author
    Thomas R. Love
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    publication date
    16 May 1993
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    review text
    The author proposes a theory of elementary particles based on the group \(U(3,2)\) replacing the Poincaré group. Particles are vectors in the eight-dimensional homogeneous space \(U(3,2)/U(3,1)\times U(1)\). For group theoretical considerations the author refers to his dissertation (1987). In these two papers a rather unusual way of grouping the particles (including for example the \(H\)-atom together with electron, neutrino, etc.) and also an unusual way of describing their interactions are presented.
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    zbMATH Keywords
    group theory
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    elementary particles
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    reviewed by
    A. O. Barut
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    Identifiers

    DOI
    10.1007/BF00674398
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    zbMATH DE Number
    167643
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    OpenAlex ID
    W2054124837
    0 references
     
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