Prym varieties and the infinite Grassmannian

Details Prym varieties and the infinite Grassmannian Prym varieties and the infinite Grassmannian

1997-06-24

arxiv.org/abs/alg-geom/9706009v1

Mathematics

Algebraic Geometry

21 pages, Latex, To apper in Internation Journal of Mathematics

Scientific paper

In this paper we study Prym varieties and their moduli space using the well known techniques of the infinite Grassmannian. There are three main results of this paper: a new definition of the BKP hierarchy over an arbitrary base field (that generalizes the classical one over the complex numbers; a characterization of Prym varieties in terms of dynamical systems, and explicit equations for the moduli space of (certain) Prym varieties. For all of these problems the language of the infinite Grassmannian, in its algebro-geometric version, allows us to deal with these problems from the same point of view.

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