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Arithmetic and Algebraic Geometry 2011 - Video Archives


Arithmetic and Algebraic Geometry 2011
Date January 18—22, 2011
Place Lecture Hall,Graduate School of Mathematical Sciences The University of Tokyo
Organizer G. van der Geer(Amsterdam), F.Kato(Kyoto), T.Katsura(Hosei), I.Nakamura(Hokkaido), T.Terasoma(Tokyo)

January 18
  • 10:00-11:00 G. van der Geer (Univ. Amsterdam)
    "Modular forms for genus 3"
  • 14:00-15:00 Daniel Allcock (Univ. Texas)
    "Curvature and branched covers in sinhularity theory"
January 19
  • 10:00-11:00 Johannes Nicaise (Katholieke Univ. Leuven)
    "A proof of the motivic monodromy conjecture for abelian varieties"
January 20
  • 10:00-11:00 JongHae Keum (KIAS, Korea)
    "Automorphisms of K3 surfaces in positive characteristic"
  • 14:00-15:00 Dragos Oprea (University of California, San Diego)
    "Bundles of generalized Theta functions over abelian surfaces"
January 21
  • 10:00-11:00 Qing Liu (Univ. Bordeaux)
    "Bertine theorem and moving lemma for projective schemes"
  • 14:00-15:00 Walter Gubler(University of Tübingen)
    "Canonical measures on abelian varieties"
  • 15:30-16:30 Chia-Fu Yu (Academia Sinica, Taiwan)
    "Explicit reciprocity law, superspecial abelian varieties and trace formulas"
January 22
  • 11:20-12:20 Edoardo Sernesi (Univ. Roma 3)
    "General curves on algebraic surfaces"

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