55

Answers
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3
Where does a math person go to learn quantum mechanics?
8
The importance of EGA and SGA for “students of today”
3
“Understanding” Gal(\bar Q/Q)
4
Life after Hartshorne (the book, not the person)…
8
Why are functional equations important?
0
Thematic Programs for 2010-2011?
6
Mathematical ideas named after places (2)
5
Definition and meaning of the conductor of an elliptic curve
15
How is representation theory used in modular/automorphic forms?
2
Why does the Gamma-function complete the Riemann Zeta function?
13
Fontaine-Mazur for GL_1
15
Unitary representations of SL(2, R)
9
Why Weil group and not Absolute Galois group?
14
How many groups of size at most n are there? What is the asymptotic growth rate? And what of rings, fields, graphs, partial orders, etc.?
6
Haar Measure on a Quotient
10
What is Eisenstein series?
3
Why does the definition of modularity demand weight 2?
4
Special values of $p$-adic $L$-functions.
2
Weil group, Weil-Deligne group scheme and conjectural Langlands group
3
Proof of “if a^2 + b^2 = c^2 then a*b*c is divisible by 60”
8
Non-vanishing of p-adic L-functions
7
Regulators of Number fields and Elliptic Curves
1
Definition of étale for rings
7
Elliptic Curves, Lattices, Lie Algebras
2
One dimensional (phi,Gamma)-modules in char p
3
Which finite groups have faithful complex irreducible representations?
3
Are there two non-isomorphic number fields with the same degree, class number and discriminant?
1
Galois representations attached to newforms
4
Cyclotomic Fields over Q and prime ideals
11
Looking for reference on Serre’s talk “linear rep and number of points mod p”
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