Effective construction of some Eckardt surfaces is given. In particular, not only their Picard number may be big but also an anticanonical divisor may have a very large number of irreducible components. Furthermore, the question about goodness position of the points over which these surfaces are built is handled.

Eckardt Surfaces / De La Rosa-Navarro, Bl; Failla, Gioia; Frias-Medina, Jb; Lahyane, M; Utano, R. - In: FUNDAMENTA MATHEMATICAE. - ISSN 0016-2736. - 243:2(2018), pp. 195-208. [10.4064/fm424-12-2017]

Eckardt Surfaces

FAILLA, Gioia
;
2018-01-01

Abstract

Effective construction of some Eckardt surfaces is given. In particular, not only their Picard number may be big but also an anticanonical divisor may have a very large number of irreducible components. Furthermore, the question about goodness position of the points over which these surfaces are built is handled.
2018
RATIONAL SURFACES, EXCEPTIONAL CURVES, FINITE GENERATION, LINE BUNDLES, CONE
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12318/6668
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