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K-theory and Noncommutative Geometry.pdf

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Program list of speakers and topicsThere were four courses – each consisting of three lectures – nine invited talks, andtwelve short communications.CoursesJoachim Cuntz Cyclic homologyBernhard Keller DG-categoriesBoris Tsygan Characteristic classes in noncommutative geometryCharles Weibel Motivic cohomologyInvited talksPaul Balmer Triangular GeometryStefan Gille A Gersten–Witt complex for Azumaya algebras with involutionVictor Ginzburg Calabi–Yau algebrasAlexander Gorokhovsky Deformation quantization of étale groupoids and gerbesMaxim Kontsevich On the degeneration of the Hodge to de Rham spectralsequenceMarc Levine Algebraic cobordismWolfgang Lück The Farrell–Jones Conjecture for algebraic K-theory holdsfor word-hyperbolic groups and arbitrary coefficientsRalf Meyer Bivariant K-theory: where topology and analysis meetAmnon Neeman The homotopy category of flat modules and Grothendieck’slocal dualityRyszard Nest Applications of triangulated structure of KK-theory to quantumgroupsAndreas Thom Comparison between algebraic and topological K-theoryMariusz Wodzicki MegatraceCommunicationsMarian Anton Homological symbolsGrzegorz Banaszak An imbedding property of K-groupsUlrich Bunke Duality of topological abelian groups stacks and T -dualityLeandro Cagliero The cohomology ring of truncated quiver algebrasPaulo Carrillo Rouse An analytical index for Lie groupoids

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