MSRI- Model Theory in Geometry and Arithmetic

  1. Title:
    On the group of purely inseparable points of an abelian variety defined over a function field of positive characteristic

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  2. Title:
    Definably amenable NIP groups

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  3. Title:
    Generalizations of Hilbert's Tenth Problem

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  4. Title:
    To $p$ or not to $p$: Galois' first glimpse of Hensel on wild grounds

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  5. Title:
    On the semantics of non-commutative geometry and exotic summation formulas.

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  6. Title:
    An application of the model theory of differential fields to Poisson algebras

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  7. Title:
    Uniform bounds for derivatives of definable functions with a diophantine application

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  8. Title:
    An Ax-Schanuel theorem for the modular curve and the j-function

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  9. Title:
    Definable topological dynamics

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  10. Title:
    Growth in groups: ideas and perspectives

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  11. Title:
    Applications of motivic integration to harmonic analysis

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  12. Title:
    Non-archimedean Yomdin-Gromov parametrizations and points of bounded height

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  13. Title:
    Transferring imaginaries: from ACVF to Qp (joint work with E. Hrushovski and B. Martin)

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  14. Title:
    An application of difference fields to algebraic dynamics.

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  15. Title:
    Towards a theory of residue field domination for convexly valued ordered fields

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  16. Title:
    Hrushovski-Kazhdan's motivic Poisson formula and motivic height zeta functions

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