We determine the base space of the Kuranishi family of some complete intersections in the product of an abelian variety and a projective space. As a consequence, we obtain new examples of obstructed irregular surfaces with ample canonical bundle and maximal Albanese dimension.
On some examples of obstructed irregular surfaces / Manetti, Marco. - In: SCIENCE CHINA. MATHEMATICS. - ISSN 1674-7283. - STAMPA. - 54:8(2011), pp. 1713-1724. [10.1007/s11425-011-4248-z]
On some examples of obstructed irregular surfaces
MANETTI, Marco
2011
Abstract
We determine the base space of the Kuranishi family of some complete intersections in the product of an abelian variety and a projective space. As a consequence, we obtain new examples of obstructed irregular surfaces with ample canonical bundle and maximal Albanese dimension.File allegati a questo prodotto
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