Data di Pubblicazione:
2012
Citazione:
Mirror quintics, discrete symmetries and Shioda maps / G. Bini, B. van Geemen, T.L. Kelly. - In: JOURNAL OF ALGEBRAIC GEOMETRY. - ISSN 1056-3911. - 21:3(2012), pp. PII S1056-3911(2011)00544-4.401-PII S1056-3911(2011)00544-4.412.
Abstract:
In a recent paper, Doran, Greene and Judes considered one parameter families of quintic threefolds with finite symmetry groups. A surprising result was that each of these six families has the same Picard-Fuchs equation associated to the holomorphic -form. In this paper we give an easy argument, involving the family of Mirror Quintics, which implies this result. Using a construction due to Shioda, we also relate certain quotients of these one-parameter families to the family of Mirror
Tipologia IRIS:
01 - Articolo su periodico
Elenco autori:
G. Bini, B. van Geemen, T.L. Kelly
Link alla scheda completa: