Lattice Propagators and Haldane-Wu Fractional Statistics
Sauro Succi, Marco Lauricella
TL;DR
This paper draws a formal analogy between lattice kinetic propagators and Haldane-Wu fractional statistics, proposing a method to compute partition functions of fractional quantum systems via classical lattice kinetic equations.
Contribution
It introduces a novel analogy that links lattice propagators with fractional statistics, enabling new computational approaches for quantum systems.
Findings
Establishes a formal analogy between lattice propagators and fractional statistics.
Proposes a method to compute quantum partition functions using classical kinetic equations.
Suggests potential applications in analyzing fractional quantum systems.
Abstract
We point out a formal analogy between lattice kinetic propagators and Haldane-Wu fractional statistics. The analogy could be used to compute the partition function of fractional quantum systems by solving a corresponding lattice kinetic equation for classical dissipative flowing systems.
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