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Zhaoting Wei's user avatar
Zhaoting Wei's user avatar
Zhaoting Wei's user avatar
Zhaoting Wei
  • Member for 12 years, 5 months
  • Last seen this week
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What are the point-like objects in $D^b(X)$ when $X$ is an abelian variety?
@YosemiteSam I'm still not sure why $P$ must be a sheaf up to shift also it seems so. Could you give more reason?
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Is the pull back of a compact generator under field extension again a compact generator?
@pbelmans It seems that you are right. Both morphisms are quasi-compact even if the field extension is not finite.
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Does derived equivalence imply dg Morita equivalence between DG algebras over field with char$=0$?
@LeonidPositselski Thank you very much for your comment. What I want to ask is whether they are dg Morita equivalent instead of quasi-isomorphic. I have edited my question and maybe it makes more sense now.
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Does derived equivalence imply dg Morita equivalence between DG algebras over field with char$=0$?
@JeremyRickard Thank you very much for pointing out the problem in my original question. What I want to ask is whether they are dg Morita equivalent instead of quasi-isomorphic. I have edited my question and maybe it makes more sense now.
revised
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