Anyons and lowest Landau level Anyons

Abstract

A review on the Anyon model and the lowest Landau level Anyon model is presented.

32 pages, 5 figures (pdflatex)

References in corpus (4)

• Shot Noise in Anyonic Mach-Zehnder Interferometer
• Integer Partitions and Exclusion Statistics
• Integer partitions and exclusion statistics: Limit shapes and the largest part of Young diagrams
• Experimental realization of Laughlin quasiparticle interferometers

Cited by in corpus (15)

• Exclusion bounds for extended anyons
• Off-diagonal correlations in one-dimensional anyonic models: A replica approach
• Fractional exclusion statistics in general systems with interaction
• Geometric extensions of many-particle Hardy inequalities
• Exclusion statistics and lattice random walks
• Some contributions to many-body quantum mathematics
• Fractional exclusion statistics applied to relativistic nuclear matter
• Exclusion statistics for particles with a discrete spectrum
• Hamiltonian and exclusion statistics approach to discrete forward-moving paths
• Anyons, Deformed Oscillator Algebras and Projectors
• Properties of 2D anyon gas
• Length and area generating functions for height-restricted Motzkin meanders
• Revision of the fractional exclusion statistics
• Dualities for anyons
• Properties of Fractional Exclusion Statistics in Interacting Particle Systems