Archivio Istituzionale della RicercaIn the present paper we describe a class of Gorenstein, finite and flat morphism $\varrho\colon X\to Y$ of degree $6$ of algebraic varieties, called anglo--american covers. We prove a general Bertini Theorem for them and we give some evidence that the cover $\varrho\colon A\to\p2k$ associated general $(1,3)$--polarized abelian surface is anglo--american.
Covers of algebraic varieties VI. A Bertini theorem for Anglo-american covers / Casnati, Gianfranco. - In: JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY. - ISSN 0304-9914. - STAMPA. - 49:1(2012), pp. 1-16. [10.4134/JKMS.2012.49.1.001]
Covers of algebraic varieties VI. A Bertini theorem for Anglo-american covers
CASNATI, GIANFRANCO
2012
Abstract
In the present paper we describe a class of Gorenstein, finite and flat morphism $\varrho\colon X\to Y$ of degree $6$ of algebraic varieties, called anglo--american covers. We prove a general Bertini Theorem for them and we give some evidence that the cover $\varrho\colon A\to\p2k$ associated general $(1,3)$--polarized abelian surface is anglo--american.
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https://hdl.handle.net/11583/2379815
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