Inventiones mathematicae

June 1981, Volume 65, Issue 2, pp 209–219 | Cite as

Distinguishing Prymians from Jacobians

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• Authors and affiliations

• V. V. Shokurov

Article

Received: 22 October 1980

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References

1. [B] Beauville, A.: Prym varieties and the Schottky problem. Inventiones math.41, 149–196 (1977)Google Scholar
2. [Ma] Martens, H.: On the varieties of special divisors on a curve. J. Reine Angew. Math.227, 111–120 (1967)Google Scholar
3. [M] Mumford, D.: Prym varieties I. Contributions to analysis. New York: Academic Press 1974Google Scholar
4. [R] Recillas, S.: Jacobians of curves with g₄¹'s are the Prym's of trigonal curves. Bol. de la Soc. Math. Mexicana.19, 9–13 (1) (1974)Google Scholar
5. [S] Shokurov, V.V.: Prymians: theory and applications (in press 1981)Google Scholar

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© Springer-Verlag 1981

Authors and Affiliations

• V. V. Shokurov
  • 1

1. 1.MoscowUSSR