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A canonical basis of two-cycles on a K3 surface
Authors
Iskander A. Taimanov
Publication date
20 August 2017
Publisher
'IOP Publishing'
Doi
View
on
arXiv
Abstract
We construct a canonical basis of two-cycles, on a
K
3
K3
K
3
surface, in which the intersection form takes the canonical form
2
E
8
(
−
1
)
⊕
3
H
2E_8(-1) \oplus 3H
2
E
8
(
−
1
)
⊕
3
H
. The basic elements are realized by formal sums of smooth submanifolds.Comment: 10 page
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info:doi/10.1070%2Fsm8971
Last time updated on 11/12/2019