Submission date: 19 April 2016

Abstract:

I prove, answering a question of Zilber, that if M is an algebraic variety of dimension strictly greater than one and (M, ... ) is a strongly minimal structure with atomic relations definable in the Zariski language on M, then M is locally modular.

Mathematics Subject Classification:

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Full text arXiv arXiv:1604.05552: pdf, ps.