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Results tagged with reference-request
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user 11682
This tag is used if a reference is needed in a paper or textbook on a specific result.
4
votes
Comprehensive and self-contained treatment of Algebraic Geometry using Functor of Points app...
The last chapter of Eisenbud-Harris, The geometry of schemes, GTM 197, is dedicated to the functor of points.
- 4,008
3
votes
Explicit description of the stack associated to a groupoid
This is called "Stackification via torsors" in the book by Kai Behrend, Brian Conrad, Dan Edidin, William Fulton, Barbara Fantechi, Lothar Göttsche and Andrew Kresch. See Andrew Kresch's homepage:
ht …
- 4,008
4
votes
Accepted
Group action on a stack and fixed points
A standard reference is
Romagny, Matthieu
Group actions on stacks and applications.
Michigan Math. J. 53 (2005), no. 1, 209–236.
http://projecteuclid.org/euclid.mmj/1114021093
http://perso.univ-re …
- 4,008
2
votes
Good introductory references on algebraic stacks?
Besides the references already given, I like Dan Edidin's
Notes on the construction of the moduli space of curves
https://arxiv.org/abs/math/9805101
I quote :
"In section 3 we return to curves and …
- 4,008
1
vote
Weights for etale cohomology: why does Deligne's definition work?
It seems that your question is not well defined unless $K$ is finitely generated over its prime field.
See for instance
Jannsen, Uwe
Weights in arithmetic geometry.
Jpn. J. Math. 5 (2010), no. 1, 73–1 …
- 4,008
5
votes
Reference for Manin's idea on algebraic geometry over the symmetric monoidal model category ...
Not really an answer, but as a complement to Myshkin's, let me just mention a predecessor : Deligne's very famous (and magnificent) article
Deligne, P. Le groupe fondamental de la droite projective m …
- 4,008
5
votes
Are principal bundles isotrivial?
This answer is coming late, but since I have also been struggling to find a reference, I hope this can be helpful to other people.
The answer is yes. Precisely, you can found a proof in
Raynaud, Mi …
- 4,008
15
votes
Accepted
Anabelian geometry study materials?
There is this very beautiful survey
Nakamura, Hiroaki; Tamagawa, Akio; Mochizuki, Shinichi
The Grothendieck conjecture on the fundamental groups of algebraic curves
http://www.math.sci.osaka-u.ac. …
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