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Newton InstituteWeb SeminarsProgrammes & Workshops2006PEM > PEMw01

11 - 15 Sep 2006

PEMw01 - Painlevé Equations and Monodromy Problems: An Introduction

in association with the PEM programme

Warning: Information on this page may be out of date.

For the full list of seminars given during this programme, see:
http://www.newton.ac.uk/programmes/PEM/seminars/


15 Sep 2006: Algebraic solutions of the Painlevé equations II
P. Boalch
15 Sep 2006: Hamiltonian structure of the Painlevé equations II
M. Mazzocco
15 Sep 2006: On the middle convolution for Fuschian systems
G. Filipuk
15 Sep 2006: A real pole-free solution of the 4th order analogue of the Painlevé I equation and critical edge points in random matrix ensembles
T. Claeys
15 Sep 2006: Classical solutions on the Painlevé equations: from PII to PV II
Y. Ohyama
14 Sep 2006: Algebraic solutions of the Painlevé equations
P. Boalch
14 Sep 2006: Hamiltonian structure of the Painlevé equations
M. Mazzocco
14 Sep 2006: Painlevé I asymptotics for orthogonal polynomials with respect to a varying quartic weight
M. Duits
14 Sep 2006: Local irreducibility of the first Painlevé equation
G. Casale
14 Sep 2006: Differential Galois theory and the Painlevé equations IV
H. Umemura
14 Sep 2006: Riemann-Hilbert problems
T. Fokas
13 Sep 2006: Classical solutions on the Painlevé equations: from PII to PV
Y. Ohyama
13 Sep 2006: Symmetries and group invariant reductions of integrable equations on quad-graphs to discrete Painlevé equations
A. Tongas
13 Sep 2006: Tropical representation of Weyl groups associated with certain rational varieties
T. Tsuda
13 Sep 2006: Differential Galois theory and the Painlevé equations III
H. Umemura
13 Sep 2006: Random matrices and Painlevé equations
J. Keating
12 Sep 2006: Discrete Painlevé equations II
F. Nijhoff
12 Sep 2006: Asymptotics of Painlevé equations II
N. Joshi
12 Sep 2006: Introduction to the Painlevé equations IV
K. Okamoto
12 Sep 2006: Yang-Baxter maps and integrable difference equations
V. Papageorgiou
12 Sep 2006: Symmetry groups underlying Bailey's transformations for $^{10}\phi^9$ series
S. Lievens
12 Sep 2006: Differential Galois theory and the Painlevé equations II
H. Umemura
12 Sep 2006: Introduction to the Painlevé equations III
K. Okamoto
11 Sep 2006: Discrete Painlevé equations
F. Nijhoff
11 Sep 2006: Asymptotics of Painlevé equations
N. Joshi
11 Sep 2006: Introduction to the Painlevé equations II
K. Okamoto
11 Sep 2006: Differential Galois theory and the Painlevé equations
H. Umemura
11 Sep 2006: Introduction to the Painlevé equations
K. Okamoto

Newton InstituteWeb SeminarsProgrammes & Workshops2006PEM > PEMw01

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