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Preprint Number 320

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320. Damian Rössler
On the Manin-Mumford and Mordell-Lang conjectures in positive characteristic (Old title: On the Mordell-Lang conjecture in positive characteristic)
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Submission date: 19 April 2011. Revised with new title: 12 August 2011.

Abstract:

We describe an algebraic proof of a generalisation of a part of the Tate-Voloch conjecture. Using jet spaces, the Mordell-Lang conjecture in positive characteristic (Hrushovski's theorem, see below) follows as a corollary.

Mathematics Subject Classification:

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Full text arXiv 1104.4311: pdf, ps.


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