Arithmetic geometry, Cortona 1994

1. Geometric theory of G-functions Yves Andre and Francesco Baldassarri
 2. Growth of Mordell-Weil groups in anticyclotomic towers Massimo Bertolini
 3. Algebraic cycles on degenerate fibers Spencer Bloch, Henry Gillet and Christophe Soule
 4. The equivariant Thue-Siegel method Enrico Bombieri
 5. Differential algebraic geometry and Diophantine geometry: an overview Alexandru Bruium
 6. Motivic L-functions and regularized determinants II Christopher Deninger
 7. Extensions of motives associated to symmetric powers of elliptic curves and to Hecke characters of imaginary quadratic fields Christopher Deninger
 8. The determinant of cohomology in Etale topology Gerd Faltings
 9. How to construct curves over finite fields with many points Gerard van der Geer and Marcel van der Vlugt
 10. Heights of subvarieties over M-fields Walter Gubler
 11. Canonical liftings and dense sets of CM-points Frans Oort
 12. Finiteness results for Chow groups of varieties over number fields Claudio Pedrini
 13. Diophantine geometry in characteristic p: a survey Jose Felipe Voloch
 14. Computations on commutative group varieties Gisbert Wustholz.