Many-body States and Operator Algebra for Exclusion Statistics
Dimitra Karabali, V.P. Nair
TL;DR
This paper explores the structure of many-body quantum states and the operator algebra for particles with exclusion statistics, providing insights into their unique statistical behavior.
Contribution
It introduces a novel operator algebra framework for particles obeying exclusion statistics, extending traditional quantum statistics models.
Findings
Developed a new algebraic formalism for exclusion statistics
Characterized many-body states with exclusion constraints
Provided mathematical tools for analyzing exclusion statistics systems
Abstract
We discuss many-body states and the algebra of creation and annihilation operators for particles obeying exclusion statistics.
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