Motives, K-theory and Arithmetical Geometry

Summer School & Workshop

SESTRI LEVANTE (Genova, Italy) June 28 - July 2, 2004


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Program

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Program

We remark that the School is mainly intended for young researchers coming from Italian and European Universities, interested in  Algebraic Geometry, K-Theory, Arithmetic Geometry and Number Theory.

Lectures

Motivic Galois group
by Y. ANDRÉ  (ENS Paris)

Chow groups of varieties over finite fields and p-adic fields
by J.-L. COLLIOT-THÉLÈNE (Orsay Paris Sud)

Categories of motives
by U. JANNSEN (Regensburg)

Birational motives
by B. KAHN (CNRS Paris 7)

Algebraic stacks
by L. MORET-BAILLY (Rennes)

Motivic cohomology and Bloch-Kato conjecture
by C. WEIBEL (Rutgers USA)




Talks

Conservability of the motivic vanishing cycle and the Schur-finitness of DM
by J. AYOUB

Biextensions of 1-motives by 1-motives.
by C. BERTOLIN

Realisations of Kummer-Chern-Eisenstein-Motives
by A. CASPAR

Around the Gysin triangle
by F.DEGLISE

Semi-topological cohomology theories
by E. FRIEDLANDER

Motives of families of Curves
by V.GULETSKII

Mixed motivic sheaves
by M. HANAMURA

The determinant and the dual of a finite dimensional motive
by S.I. KIMURA

Algebraic Cycles and Mumford Invariants
by J. LEWIS

Algebraic independence in the Grothendieck ring of varieties
by N.NAUMANN

Twisted Thom isomorphisms in Balmer-Witt theory
by A. NENASHEV

Relative motives and pseudo-finite fields
by J. NICAISE

Good reduction of abelian varieties
by F. PAUGAM


TENTATIVE SCHEDULE:

9:00-10:00 10:15 -11:15 11:45 - 12:45
Monday Jannsen Weibel Colliot-Thélène
Tuesday André Kahn Moret-Bailly
Wednesday Colliot-Thélène Weibel Jannsen
Thursday André Kahn Moret-Bailly
Friday Jannsen André Weibel


14:30 - 15:30 15:45 - 16:30 16:45 - 17:30
Monday Kahn Caspar Bertolin
Tuesday Colliot-Thélène Deglise Ayoub
Wednesday Moret-Bailly Friedlander Nicaise


14:30 - 15:15 15:30 - 16:15 16:30 - 17:15
Thursday Kimura Lewis Nenashev
Friday Naumann Guletskii Paugam