Advanced Series in Mathematical Physics - Vol. 17
BRAID GROUP, KNOT THEORY AND STATISTICAL MECHANICS II
edited by M L Ge (Nankai Univ.) & C N Yang (SUNY, Stony Brook)
"It has been four years since the publication in 1989 of the previous volume bearing the same title as the present one. Enormous amounts of work have been done in the meantime. We hope the present volume will provide a summary of some of these works which are still progressing in several directions."
from the foreword
by C N Yang |
The present volume is an updated version of the book edited by C N Yang and M L Ge on the topics of braid groups and knot theory, which are related to statistical mechanics. This book is based on the 1989 volume but has new material included and new contributors.
Contents:
- On the Combinatorics of Vassiliev Invariants (J S Birman)
-
Solvable Methods, Link Invariants and Their Applications to Physics (T Deguchi & M Wadati)
- Quantum Symmetry in Conformal Field Theory by Hamiltonian Methods (L D Faddeev)
- Yang-Baxterization & Algebraic Structures (M L Ge, K Xue, Y S Wu)
- Spin Networks, Topology and Discrete Physics (L H Kauffman)
- Tunnel Numbers of Knots and Jones-Witten Invariants (T Kohno)
- Knot Invariants and Statistical Mechanics: A Physicist's Perspective (F Y Wu)
- and other papers
Readership: Mathematical physicists.
| 480pp |
Pub. date: Feb 1994 |
|
