Théorèmes de comparaison pour les opérateurs elliptiques en mécanique quantique et en géométrie
Families of differential forms on complex spaces
On every reduced complex space we construct a family of complexes of soft sheaves ; each of them is a resolution of the constant sheaf and induces the ordinary De Rham complex of differential forms on a dense open analytic subset of . The construction is functorial (in a suitable sense). Moreover each of the above complexes can fully describe the mixed Hodge structure of Deligne on a compact algebraic variety.
Opérateurs elliptiques et mesures sur l'espace des lacets invariants par le groupe des difféomorphismes du cercle
The global Yang-Mills equations depending on an arbitrary metric
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