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Homological Methods in Algebraic Geometry
May 31, 2013 14:00, Moscow, Steklov Mathematical Institute, Room 540 (8 Gubkina)
 


Special subvarieties of Pryms

M. Arap

Johns Hopkins University

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Abstract: Given an etale double cover of smooth algebraic curves, there is an associated principally polarized abelian variety, called the Prym variety of the cover. By a construction of Welters and Beauville, a complete linear system on the base curve gives rise to a pair of subvarieties of the Prym, called special subvarieties. The aim of this talk is to discuss the question of when the special subvarieties of a given Prym are algebraically equivalent and provide some applications to the study of algebraic cycles on Pryms.

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