The Mordell-lang Conjecture for Function Fields

  title={The Mordell-lang Conjecture for Function Fields},
  author={Ehud Hrushovski},
We give a proof of the geometric Mordell-Lang conjecture, in any characteristic. Our method involves a model-theoretic analysis of the kernel of Manin’s homomorphism and of a certain analog in characteristic p. Department of Mathematics, Massachusetts Institute of Technology, 2-277, Cambridge, Massachusetts 02139 Current address: Department of Mathematics, Hebrew University, Jerusalem, Israel E-mail address: License or copyright restrictions may apply to redistribution; see… CONTINUE READING
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Integral points of abelian varieties over function fields of characteristic

  • A. Buium, J. F. Voloch
  • zero, Math. Ann
  • 1993

Intersections in jet spaces and a conjecture of S

  • A. Buium
  • Lang, Ann. of Math. (2)
  • 1992


  • F. Delon, Idéaux et types sur les corps séparablement clos, Supplément au Mém. Soc
  • France (N.S.), vol. 116, no. 33, Soc. Math…
  • 1988
3 Excerpts

Logic Colloquium ’85

  • E. Hrushovski, A. Pillay, Weakly normal groups
  • NorthHolland, Amsterdam,
  • 1987
1 Excerpt

Notes on the stability of separably closed fields

  • C. Wood
  • J. Symbolic Logic
  • 1979
1 Excerpt

Rank and definability in superstable theories, Israel

  • Las D. Lascar
  • J. Math
  • 1976

On the finiteness theorem of Siegel and Mahler concerning diophantine equations

  • A. Robinson, P. Roquette
  • J. Number Theory
  • 1975


  • G. Sacks, Saturated model theory, W. A. Benjamin
  • MA,
  • 1972
2 Excerpts

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