Asymptotic Theories and Painlevé Equations

Philip BOALCH (CNRS Paris, France): Painlevé equations and complex reflections.

Alexei BORODIN (Caltech Pasadena, U.S.A.): Isomonodromy transformations of difference equations and discrete Painlevé equations.

Peter CLARKSON (Canterbury, U.K.): Rational solutions and associated special polynomials for the Painlevé equations.

Robert CONTE (CEA Saclay, France): Completeness of the cubic and quartic Hénon-Heiles Hamiltonians.

Ovidiu COSTIN (Rutgers , U.S.A.) : Discrete analog of the Painlevé property and integrability of difference equations.

Philippe Di FRANCESCO (CEA Saclay, France): Geodesic distance in planar graphs: exact results via solitons.

Boris DUBROVIN (Trieste, Italy): Riemann-Hilbert problem and quantum canonical transformations.

Davide GUZZETTI: The elliptic representation of the 6th Painlevé equation.

Alexander ITS (Indianapolis, U.S.A): Painlevé transcendents and random matrices.

Katsunori IWASAKI (Fukuoka, Japan): Dynamics of the sixth Painlevé equation.

Michio JIMBO (Tokyo, Japan) : Form factors and representation theory of quantum affine algebras.

Nalini JOSHI (Sydney, Australia): Hunting nonlinear mathematical butterflies.

Alexander KITAEV (St. Petersburg, Russia): Selected Topics in Asymptotic Mosaic for Painlevé Equations

Bernard MALGRANGE (Grenoble, France): Déformations isomonodromiques et fonction Tau.

Marta MAZZOCCO (Cambridge, UK): On the second Painlevé hierarchy.

Pierre van MOERBEKE (Louvain, Belgium): Distributions statistiques en combinatoire, modèles matriciels et équations de Painlevé.

Juan MORALES RUIZ (Barcelona, Spain): A remark about the Painlevé transcendents.

Masatoshi NOUMI (Kobe, Japan): Elliptic difference Painlevé equation and its hypergeometric solutions.

Kazuo OKAMOTO (Tokyo, Japan): The Painlevé systems and the Garnier systems.

Alfred RAMANI (Ecole Polytechnique, France): Discrete Painlevé equations.

Jacques SAULOY (Toulouse, France): Isomonodromy for q-difference equations.

Yoshitsugu TAKEI (Kyoto, Japan): Hierarchies of Painlevé equations and exact WKB analysis.

Hiroshi UMEMURA (Nagoya, Japan) : Some questions related with the Painlevé equations

Changgui ZHANG (Lille, France): Sur une algèbre de fonctions asymptotiques q-Gevrey.