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Fei
  • Member for 15 years, 1 month
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On generators of the Picard group of a projective smooth surface over a finite field
Yeah, thanks. So I guess it's always possible to choose a family of very ample generators...... But I think these generators can't be taken from one linear system of a very ample sheaf, so they belong to different linear systems (of very ample sheaves). Is that possible to find these very ample sheaves?
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Is there a natural way to give a bisimplicial structure on a 2-category?
Thanks a lot! But I can't open the .pdf file of the first reference. Am I the only one suffering from this problem?
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