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Casale, Guy - Institut de Recherche Mathématique de Rennes, Université de Rennes
UNE PREUVE GALOISIENNE DE L'IRREDUCTIBILITE AU SENS DE NISHIOKA-UMEMURA DE LA PREMI`ERE EQUATION DE PAINLEVE
Morales-Ramis Theorems via Malgrange pseudogroup
The Galois groupoid of Picard-Painleve VI equation The sixth Painleve equation for special values of classical parameters ( = = =
Reducibility and Galois groupoid1 Extended abstract
LE GROUPOIDE DE GALOIS DE P1 ET SON IRREDUCTIBILITE Resume. Dans cet article, nous calculons le groupoide de Galois de la premi`ere equation
Nonintegrability by discrete quadratures Guy Casale
Liouvillian first integrals of differential equations In this paper we generalize to any dimension and codimension some theorems about exis-
Irreductibilite de la premi`ere equation de Painleve Departament de matem`atiques, Edifici C campus de la UAB, 08193 Bellaterra (Cerdanyola del Vall`es), Spain
Doctopic: Nonlinear science ARTICLE IN PRESS PLA:19330 Please cite this article in press as: G. Casale et al., Physics Letters A (2009), doi:10.1016/j.physleta.2009.11.018
AN INTRODUCTION TO MALGRANGE PSEUDOGROUP Abstract. --The pseudogroup defined by B. Malgrange as a generalization of the differential
UNIVERSITE DES SCIENCES ET TECHNOLOGIES DE LILLE Laboratoire Paul Painlev UMR 8524
Runion Liouville Projet ANR ''Intgrabilit relle et complexe en mcanique hamiltonienne''
Integrability of homogeneous systems; Results and problems
Complete Integrability Practical criteria for parametrized systems Practical criteria for parametrized systems conclusion conclusion Galoisian method for studying integrability of
The Lorenz system: Variational equation, Bessel dynamics..
Composante / Service : Laboratoire
valuation-orientation de la COopration Scientifique Programme de coopration et de partenariat
