A Study of Anyon Statistics by Breit Hamiltonian Formalism
G.L. Huang, C.R. Lee
TL;DR
This paper investigates anyon statistics in a 2+1 dimensional Maxwell-Chern-Simons gauge theory using the Breit Hamiltonian formalism, providing insights into fractional statistics in low-dimensional quantum systems.
Contribution
It introduces a systematic method employing Breit Hamiltonian formalism to analyze anyon statistics in MCS gauge theories, which is a novel approach.
Findings
Demonstrates the applicability of Breit Hamiltonian formalism to anyon systems.
Provides analytical insights into the fractional statistics of anyons.
Lays groundwork for further quantitative studies of anyon interactions.
Abstract
We study the anyon statistics of a dimensional Maxwell-Chern-Simons (MCS) gauge theory by using a systemmetic metheod, the Breit Hamiltonian formalism.
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Taxonomy
TopicsRandom Matrices and Applications · Theoretical and Computational Physics · Statistical Mechanics and Entropy