399

Answers
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15
Why do so many textbooks have so much technical detail and so little enlightenment?
16
modular eigenforms with integral coefficients [Maeda’s Conjecture]
52
Galoisian sets of prime numbers
10
Elementary / Interesting proofs of the Nullstellensatz
11
What is the prime spectrum of a Cauchy series ring? (2)
11
Uniqueness of local Langlands correspondence for connected reductive groups over real/complex field.
13
L’un des problèmes fondamentaux de la théorie des nombres
19
Non-abelian class field theory and fundamental groups
28
What are the pillars of Langlands?
8
Geometrical meaning of semi-stable reduction?
7
Homology of loop space
21
The normalizer of $\mathrm{GL}(n,\mathbf Z)$ in $\mathrm{GL}(n,\mathbf Q)$
8
Is a union of local complete intersections, a local complete intersection?
4
Is there a “Cartan product” of Harish-Chandra modules?
6
Carayol via the trace formula
22
Is there an intuitive reason for Zariski’s main theorem?
15
References for bad reduction of Jacobians of modular curves?
14
Consequences of the Langlands program
37
Introductory text on Galois representations
3
Hodge theory and varieties defined over subfields of the complex numbers
7
Reference for “Gal represenations attached to CM eigenforms”
4
embedding of local tempered representation into cuspidal automorphic representation
6
Siegel modular forms as sections of line bundles over the period domain
18
What is the non-motivic motivation behind automorphic representations?
21
How do you calculate the group scheme of E[p] for a an elliptic curve E in characteristic p?
10
What is the “reason” for modularity results?
90
Mathematical habits of thought and action which would be of use to non-mathematicians
8
How does the conjectural Langlands group fit into the Tannakian point of view?
19
Galois Bicentennial?
22
What makes Langlands for n=2 easier than Langlands for n>2?
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