dos Santos, Joao Pedro - Institut de Math�matiques de Jussieu, Universit� Pierre-et-Marie-Curie, Paris 6

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dos Santos, Joao Pedro - Institut de Math�matiques de Jussieu, Universit� Pierre-et-Marie-Curie, Paris 6

TRIVIALITY CRITERIA FOR VECTOR BUNDLES OVER RATIONALLY CONNECTED VARIETIES
Local solutions to positive characteristic non-Archimedean differential equations
ON THE VECTOR BUNDLES OVER RATIONALLY CONNECTED INDRANIL BISWAS AND JO~AO PEDRO P. DOS SANTOS
The behaviour of the differential Galois group on the generic and special fibres: A Tannakian
Fundamental group-schemes in positive characteristic Jo~ao Pedro P. dos Santos1
Fundamental group schemes for stratified sheaves Jo~ao Pedro Pinto dos Santos1
Geometrie differentielle elementaire LM326 Jo~ao Pedro P. dos Santos
Universite de Paris 6 Geometrie Differentielle Elementaire
Universite de Paris 6 Geometrie Differentielle Elementaire
Universite de Paris 6 Geometrie Differentielle Elementaire
Universite de Paris 6 Geometrie Differentielle Elementaire
Sur l'utilisation de ces notes : Nous avons choisi de donner toutes les definitions et tous les enonces importantes. Pour les preuves de certains resultats, nous renvoyons le lecteur aux notes
A NOTE ON STRATIFIED MODULES WITH FINITE INTEGRAL DIFFERENTIAL GALOIS GROUPS
VECTOR BUNDLES TRIVIALIZED BY PROPER MORPHISMS AND THE FUNDAMENTAL GROUP SCHEME, II
CURRICULUM VITAE JO~AO PEDRO PINTO DOS SANTOS
VECTOR BUNDLES TRIVIALIZED BY PROPER MORPHISMS AND THE FUNDAMENTAL GROUP SCHEME, II
LIFTING D-MODULES FROM POSITIVE TO ZERO CHARACTERISTIC
Universite de Paris 6 Geometrie Differentielle Elementaire
Universite de Paris 6 Geometrie Differentielle Elementaire
ORGANISATION DES ENSEIGNEMENTS Anne universitaire 2011-2012
Universite de Paris 6 Geometrie Differentielle Elementaire
Universite de Paris 6 Geometrie Differentielle Elementaire
Universite de Paris 6 Geometrie Differentielle Elementaire