High Energy Particle Physics


Elementary Particles as Oscillations in Anti-de Sitter Space-Time

Authors: Thomas R. Love

Using the spinor differential operator representation of U(3, 2) to explore the hidden symmetries of the complex space-time U(3, 2)/U(3, 1)x U(1) leads to an interpretation of this complex space-time as excited states of Anti-de Sitter space-time. This in turn leads to new Lie Algebraic Quantum Field Theory and a mathematical model of the internal structure of elementary particles as oscillations of complex space-time. This is a quantum theory of gravity which satisfies Einstein's criteria for a unified field theory

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Submission history

[v1] 25 Feb 2007

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