|
|
|
Advanced Series in Mathematical Physics - Vol. 18
EXACTLY SOLVABLE MODELS OF STRONGLY CORRELATED ELECTRONS
edited by Vladimir E Korepin & Fabian H L Eßler (State University of New York, Stony Brook)
Systems of strongly correlated electrons are at the heart of recent developments in condensed matter theory. They have applications to phenomena like high-Tc superconductivity and the fractional quantum hall effect. Analytical solutions to such models, though mainly limited to one spatial dimension, provide a complete and unambiguous picture of the dynamics involved. This volume is devoted to such solutions obtained using the Bethe Ansatz, and concentrates on the most important of such models, the Hubbard model. The reprints are complemented by reviews at the start of each chapter and an extensive bibliography.
Contents:
- One-Dimensional Hubbard Model
- The Supersymmetric t-J
Model
- Other Models of Strongly Correlated Electrons: Models with Local Interaction
- Models with Long-Range Interaction
Readership: Mathematical physicists and condensed matter physicists.
| 504pp |
Pub. date: May 1994 |
|
|
