Data di Pubblicazione:
2021
Citazione:
Boundedness of elliptic Calabi-Yau threefolds / S. Filipazzi, C.D. Hacon, R. Svaldi. - (2021 Dec 02). [10.48550/arxiv.2112.01352]
Abstract:
We show that elliptic Calabi–Yau threefolds form a bounded family. We also show that the
same result holds for minimal terminal threefolds of Kodaira dimension 2, upon fixing the rate of growth of
pluricanonical forms and the degree of a multisection of the Iitaka fibration. Both of these hypotheses are
necessary to prove the boundedness of such a family.
Tipologia IRIS:
24 - Pre-print
Elenco autori:
S. Filipazzi, C.D. Hacon, R. Svaldi
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