We show that every smooth toric variety (and many other algebraic spaces as well) can be realized as a moduli space for smooth, projective, polarized varieties
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Non-quasi-projective moduli spaces
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We show that every smooth toric variety (and many other algebraic spaces as well) can be realized as a moduli space for smooth, projective, polarized varieties. Some of these are not quasi-projective. This contradicts a recent paper (Quasi-projectivity of moduli spaces of polarized varieties, Ann. of Math. 159 (2004) 597¿639.).
Vínculo
non-quasi-projective moduli spaces (Responsables)
Kollár, János
non-quasi-projective moduli spaces (documentos)
Annals of mathematics, ISSN 0003-486X, Vol. 164, Nº 3, 2006, pags. 1077-1096
Keywords (901a / 859,375)
Vincular (851 / 859,375)
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