Tagged Questions
12
votes
1answer
318 views
Learning path to the proof of the Weil Conjectures and étale topology
Assume you are an algebraic geometry advanced student who has mastered Hartshorne's book supplemented on the arithmetic side by the introduction of Lorenzini - "An Invitation to Arithmetic Geometry" ...
1
vote
0answers
30 views
CAS for counting points of varieties over finite fields
I am looking for a computer algebra system, which is able to some of the following (in theory equivalent) things for a smooth projective variety defined over a finite field:
-Count the number of ...
14
votes
3answers
501 views
Important papers in arithmetic geometry and number theory
Having been inspired by this question I was wondering, what are some important papers in arithmetic geometry and number theory that should be read by students interested in these fields?
There is a ...
6
votes
1answer
338 views
Translation for EGA/SGA
People often recommend Grothendieck's EGA (Elements de Geometrie Algebrique) and SGA (seminaire de geometrie algebrique) as a good reference for learning arithmetic geometry. However, as the title ...
3
votes
3answers
209 views
Derived category and so on
I am looking for an introductive reference to the theory of derived categories. Especially I need to start from the very beginning and I need to know how to use this in examples which comes from ...
3
votes
0answers
92 views
places valuations and so on
I am looking for complete references on places, valuations and so on. In particular I need to understand the meaning of "a finite place does not divide a prime number $\ell$" and what is the Frobenius ...
