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- W657532275 abstract "En 1999, M. Chas et D. Sullivan ont mis en evidence sur l'homologie de l'espace des lacets libres d'une variete une structure de BV-algebre. C'est ce qui fonde la theorie topologique des cordes. Dans cette these, nous montrons comment la compatibilite de la suite spectrale de Serre aux morphismes de Gysin de plongements lisses de codimension finie entre vari etes permet d'effectuer des calculs de ces structures de topologie des cordes. Nous etudions essentiellement le ”loop produit” et le ”loop coproduit” qui munissent l'homologie de l'espace des lacets libres d'une vari ete d'une structure d'algebre de Frobenius sans counite." @default.
- W657532275 created "2016-06-24" @default.
- W657532275 creator A5068377922 @default.
- W657532275 date "2006-01-01" @default.
- W657532275 modified "2023-09-23" @default.
- W657532275 title "Calcul d'algèbre de Frobenius sur l'homologie des lacets libres d'une variété" @default.
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- W657532275 hasPublicationYear "2006" @default.
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