Abstract
We study Mordell-Weil lattices for non-hyperelliptic fibrations on surfaces with zero geometric genus and irregularity. We prove theorems on the structure and uniqueness of such lattices in the maximal case.
On Mordell-Weil lattices for non-hyperelliptic fibrations on surfaces with zero geometric genus and irregularity
V Nguyen Khac1 and M.-H. Saito2
©, 2002 Russian Academy of Sciences, (DoM) and London Mathematical Society, Turpion Ltd
,
,
Citation V Nguyen Khac and M.-H. Saito 2002 Izv. Math. 66 789
DOI 10.1070/IM2002v066n04ABEH000397
Article metrics
59 Total downloads
Permissions
1064-5632/66/4/789