47

Answers
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5
Stiefel-Whitney class
2
The prime number $2$
3
Elliptic curve over a scheme is a group scheme?
2
Why is a proper, affine morphism finite?
5
About equivalent statements of the Birch and Swinnerton-Dyer Conjecture
1
Constants sheaves on an open subset
0
every abelian scheme quotient of a Picard scheme?
4
Fundamental Group and Etale Cohomology
3
Is it known if the absolute Galois group is “divisible”?
1
Curve through a point on a variety
3
Brauer group elements of order $2$
2
Cohomologie Etale
1
Weights for etale cohomology: why does Deligne’s definition work?
5
Anabelian geometry study materials?
2
Is there a semisimple $\mathbf{Q}_\ell$-representation of $G_F$ ramified at an infinite set of places?
1
Most striking applications of category theory?
0
Why $G\to G/H$ is faithfully flat?
3
How to define zeta function for curves over a number field
1
Is $SL_2(q)$ isomorphic to $PGL_2(q)$?
1
How to topologize X(R) when R is a topological ring?
4
What makes Geometric CFT easier than CFT?
1
Effective way of finding generators on the curve and the rank conjecture
5
Galois acting on l-adic cohomology
4
Function fields <-> curves (and beyond)
18
A recommended roadmap to Fermat’s Last Theorem
5
Examples where it’s useful to know that a mathematical object belongs to some family of objects (3)
0
Albert classification of rational endomorphism rings of simple Abelian varieties over finite fields
2
Non-trivial facts about primes coming out of Algebraic Number Theory
3
Construction of Kummer map for abelian variety
2
Is a morphism of smooth connected curves over an algebraically closed field either finite flat or constant?
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