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arXiv:1408.5474 [math.AG]AbstractReferencesReviewsResources

Dynkin diagrams of rank 20 on supersingular K3 surfaces

Ichiro Shimada, De-Qi Zhang

Published 2014-08-23Version 1

We classify normal supersingular K3 surfaces Y with total Milnor number 20 in characteristic p, where p is an odd prime that does not divide the discriminant of the Dynkin type of the rational double points on Y.

Comments: SCIENCE CHINA Mathematics, special issue for the Proceedings of Algebraic Geometry in East Asia, Beijing, China, October 2013 (to appear). This paper appeared in the preprint form in the homepage of the first author in year 2005
Categories: math.AG
Subjects: 14J28
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