LISA-Preprint

This page will only be useful for those people without access to the published paper

The Local Impurity Self Consistent Approximation (LISA) to Strongly Correlated Fermion Systems and the Limit of Infinite Dimensions

by A. Georges, G. Kotliar, W. Krauth, M. Rozenberg

"Rev. Mod. Phys. 68 13 (1996)"

Unfortunately, access is a bit clumsy, and the figures have to be fetched separately, via anonymous ftp (see below). Some people may be helped, though.

By clicking on the following items, you retrieve the postscript file of the selected chapter.

Abstract and Table of Contents
Chapter I: Introduction
Chapter II: The local impurity self-consistent approximation: an overview
Chapter III: Derivations of the dynamical mean-field equations
Chapter IV: Response functions and transport
Chapter V: Phases with long-range order
Chapter VI: Methods of Solution
Chapter VII: The Hubbard model and the Mott transition
Chapter VIII: Application of the LISA to various models
Chapter IX: Beyond d=00: including spatial fluctuations
Chapter X: Conclusion
Appendices: Fermiology, Details of Algorithms, Access to FORTRAN programs
References, Figure Captions

By clicking on the following item, you retrieve the postscript file of the whole paper.

Retrieve the whole paper in one piece

The figures can be retrieved as compressed tar files: (on a Unix/Linux machine, treat with uncompress fig01_29.tar.Z followed by tar -xf fig01_29.tar)

compressed tar-archive of figures 01 - 29

compressed tar-archive of figures 30-59

compressed tar-archive of figures 60-87

Retour à la page d'accueil du serveur du LPS