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Конференция "Зеркальная симметрия и ее приложения"
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HKR theorems M. Porta |
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Аннотация: In this talk I will survey recent progresses in derived geometry. Building on the techniques of derived analytic geometry, I will explain how we can generalize the Hochschild-Kostant-Rosenberg theorem in the setting of (not necessarily derived) analytic spaces. Here “analytic” means both complex and non-archimedean. This is joint work with F. Petit and J. Antonio. Язык доклада: английский |
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