Main themes are complete integrability, bi-Hamiltonian structures, hierarchies, impact on string theory, links with quantum groups, random perturbations of deterministic dynamics and the onset of stochasticity/chaos/ in case of particle motion, and the relation between randomness and quantisation.
Solvable lattice models and representations of quantum groups, T. Miwa;
integrability of strings, S. Saito; KdV type equations in conformal field
theory and subcritical strings, P. Mathieu; the second law of thermodynamics
- comments from ergodic theory, M.C. Mackey; invariant measures for classical
and quantum fields, Z. Haba; self-duality, integrable systems, W-algebras and
all that, I. Bakas; toda theories, integrability and conformal invariance, L.
Bonora; anyons and chern-simons theory - a review, G.W. Semenoff; detailed
balance and radiative corrections in stochastic electrodynamics, A.M. Cetto
and L. de le Pena; Nelson's stochastic mechanics as the problem of random
flights and rotations, P. Garbaczewski.
