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- W2525171208 abstract "On utilise le calcul de Malliavin pour definir des formes de Dirichlet le long des fibres d'une application Π:B→M d'un espace de Wiener dans une variete de Riemann, satisfaisant la condition de regularite de Malliavin det((dΠ)(dΠ)*) −1 ∈L P (B) pour tout p<∞. On obtient des formes de Dirichlet sur les espaces de boucles basees d'une variete de Riemann. Pour ces formes de Dirichlet, on calcule la courbure de Ricci au sens de Bakry et Emery" @default.
- W2525171208 created "2016-10-07" @default.
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- W2525171208 date "1989-01-01" @default.
- W2525171208 modified "2023-09-24" @default.
- W2525171208 title "Dirichlet forms on loop spaces" @default.
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