Publications of the Research Institute for Mathematical Sciences
Online ISSN : 1663-4926
Print ISSN : 0034-5318
A Discrete Model of the Integer Quantum Hall Effect
Paul J. McCann, Alan L. Carey
Author information
JOURNAL FREE ACCESS

1996 Volume 32 Issue 1 Pages 117-156

Details
Download PDF (3157K)
Download citation RIS

(compatible with EndNote, Reference Manager, ProCite, RefWorks)

BIB TEX

(compatible with BibDesk, LaTeX)

Text
How to download citation
Contact us
Abstract
A discrete model of the integer quantum Hall effect is analysed via its associated C*-algebra. The relationship with the usual continuous models is established by viewing the observable algebras of each as both twisted group C*-algebras and twisted cross products. A Fredholm module for the discrete model is presented, and its Chern character is calculated.
Content from these authors

This article cannot obtain the latest cited-by information.

© Research Institute forMathematical Sciences
Previous article Next article
Favorites & Alerts

Recently viewed articles
Predecessor

Publications of the Research Institute for Mathematical Sciences, Kyoto University. Ser. A

Share this page
feedback
 Top