Developments in mathematical physics during the second half of
the 20th century influenced a number of mathematical areas, among
the more significant being representation theory, differential
equations, combinatorics, and algebraic geometry. In all of them,
the dynamic role of integrable models has been central, largely due
to two essential properties: the fact that integrable models
possess infinite degrees of freedom and infinite dimensional
symmetries. This volume focuses on the ongoing importance of
integrability in covering the following topics: conformal field
theory, massive quantum field theory, solvable lattice models,
quantum affine algebras, the Painleve equations and
combinatorics.
Contributors: H. Au-Yang, R.J. Baxter, H.E. Boos, E. Date, K.
Fabricius, V.A. Fateev, B. Feigin, G.Hatayama, A. Its, M. Jimbo, A.
Kapaev, A.N. Kirillov, V.E. Korepin, A.Kuniba, J.M. Maillet, B.M.
McCoy, C. Mercat, T. Miwa, A. Nakayashiki, M.Okado, C.H.Otto Chui,
P.A. Pearce, J.H.H. Perk, V. Petkova, A. Schilling, F.A. Smirnov,
T.Takagi, Y. Takeyama, M. Taneda, C.A. Tracy, Z.Tsuboi, H. Widom,
J.-B. Zuber 'MathPhys
"Odyssey 2001" will serve as an excellent reference text for
mathematical physicists and graduate students in a number of
areas."
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