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This tag is used if a reference is needed in a paper or textbook on a specific result.
5
votes
What should I read before reading about Arakelov theory?
You can try to read this wonderful paper by Burgos. It is in Catalan, though. If you are familiar with Spanish or French, you can manage to read it.
7
votes
7
answers
3k
views
A good place where to learn about derived functors
I would like to learn about derived functors.
Which reference do you advise ?
4
votes
3
answers
5k
views
Properties stable under base change in algebraic geometry
I remember to have seen a big list in the EGA of properties $(P)$ such that:
if $f : X \to Y$ has $(P)$ then, $f_{(S')} : X_{(S')}\to Y_{(S')}$ has $(P)$, where $f_{(S')}$ is the morphism $f$ after a …
2
votes
3
answers
832
views
Cohomology of sheaves for sites and Galois cohomology
Hello,
I am looking for a reference (if it exists) that makes the link between cohomology of sheaves for sites and Galois cohomology :
quickly said, I would like to see Galois cohomology (at least …