AbstractA new method for treating ordinary Bose and Fermi statistics as well as many types of parastatistics is proposed. Number operators are used to distinguish among different types of statistics, and uniqueness results for Bose, Fermi, parabose and parafermi statistics are obtained
Para-Bose and para-Fermi statistics are known to be associated with repre-sentations of the Lie (sup...
An analysis is made of the supersymmetry of parafields in Wess-Zumino-type models with two cases in ...
It was first shown by Pauli 1) that from the requirement of Lorentz invariance, microcausality and p...
AbstractA new method for treating ordinary Bose and Fermi statistics as well as many types of parast...
A connection between the scheme of unitary quantization (uniquantization) and para-Fermi statistics ...
Bound states, constituents of which satisfy a para-statistics, are examined. It is shown that in som...
A connection between a unitary quantization scheme and para-Fermi statistics of order 2 is considere...
The propagator and corresponding path integral for a system of identical particles obeying parastati...
Methods to construct various algebras of creation and annihilation operators of physical objects in ...
Over the past few decades the powerful methods of statistical physics and Euclidean quantum field th...
A theoretical framework for quantization, defined by the normalized positive-definite probability op...
We propose a new fractional statistics for arbitrary dimensions, based on an extension of Pauli’s ex...
We consider two strategies for stochastic quantization. With the first, one posits an additional tim...
We obtain a generalization of Fujikawa's result on the chiral anomaly for spinor fields obeying para...
A comparative study of various interpolations between the grand canonical partition functions of Bos...
Para-Bose and para-Fermi statistics are known to be associated with repre-sentations of the Lie (sup...
An analysis is made of the supersymmetry of parafields in Wess-Zumino-type models with two cases in ...
It was first shown by Pauli 1) that from the requirement of Lorentz invariance, microcausality and p...
AbstractA new method for treating ordinary Bose and Fermi statistics as well as many types of parast...
A connection between the scheme of unitary quantization (uniquantization) and para-Fermi statistics ...
Bound states, constituents of which satisfy a para-statistics, are examined. It is shown that in som...
A connection between a unitary quantization scheme and para-Fermi statistics of order 2 is considere...
The propagator and corresponding path integral for a system of identical particles obeying parastati...
Methods to construct various algebras of creation and annihilation operators of physical objects in ...
Over the past few decades the powerful methods of statistical physics and Euclidean quantum field th...
A theoretical framework for quantization, defined by the normalized positive-definite probability op...
We propose a new fractional statistics for arbitrary dimensions, based on an extension of Pauli’s ex...
We consider two strategies for stochastic quantization. With the first, one posits an additional tim...
We obtain a generalization of Fujikawa's result on the chiral anomaly for spinor fields obeying para...
A comparative study of various interpolations between the grand canonical partition functions of Bos...
Para-Bose and para-Fermi statistics are known to be associated with repre-sentations of the Lie (sup...
An analysis is made of the supersymmetry of parafields in Wess-Zumino-type models with two cases in ...
It was first shown by Pauli 1) that from the requirement of Lorentz invariance, microcausality and p...
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