The authors analyse a stochastic linearised extension of the Yukawa-Takabayasi-Feynman bilocal oscillator model and show that: (a) the external Poincare group P commutes with an internal extension of the Lorentz group, i.e. U(1)(X)SO(6,2); (b) the corresponding internal fundamental spinor representation of the associated D4 algebra yields eight quarks and eight leptons, which correspond to heuristic proposals of Nambu and Salam.

Stable states of a relativistic bilocal stochastic oscillator: a new quark-lepton model

CUFARO PETRONI, Nicola;
1981-01-01

Abstract

The authors analyse a stochastic linearised extension of the Yukawa-Takabayasi-Feynman bilocal oscillator model and show that: (a) the external Poincare group P commutes with an internal extension of the Lorentz group, i.e. U(1)(X)SO(6,2); (b) the corresponding internal fundamental spinor representation of the associated D4 algebra yields eight quarks and eight leptons, which correspond to heuristic proposals of Nambu and Salam.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11586/24533
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