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Physics Letters B

Infinite statistics and a possible small violation of the Pauli principle

Rabindra Nath Mohapatra

Published Jun 1, 1990• 155 citations
Publisher
DOI
10.1016/0370-2693(90)91783-8

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We generalize to a local relativistic quantum field theory a proposal of Ignatiev and Kuzmin for a single oscillator which has small violation of the Pauli principle and thus provide a theoretical framework which, for the first time, allows quantitative tests of the Pauli principle. Our theory provides a continuous interpolation between fully hindered parafermi statistics of order 2 ($\ensuremath{\beta}=0$), which is equivalent to Fermi statistics, and ordinary parafermi statistics of order 2 ($\ensuremath{\beta}=1$). We suggest two types of experiments which can place bounds on $\ensuremath{\beta}$.