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Answers
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4
Sets M,N with G action such that C[M] = C[N] as G modules, how are they related ?
10
p-adic representations of groups
5
Does the equality of ranks imply equality of analytic ranks?
2
Permutation characters and regular orbits
8
Modular representations with unequal characteristic - reference request
3
Proof of a Simple Converse in Algebraic Number Theory
13
Order of ะจ (Sha)
8
Generalizations/applications of a formula for the Dedekind zeta function?
7
What is the possible usefulness of étale topology and cohomology apart from the resolution of the Weil conjecture ?
5
Using MAGMA for Group Theory
19
Number fields with same zeta function?
6
Irreducible mod-p representation of a semidirect product with trivial p-core
8
How do Brauer groups relate to zeta functions?
9
Does a curve have infinitely many $K$-rational points under these hypotheses?
3
A sum involving derivatives of Vandermonde
2
Brauer group of complete DVR
6
Defect groups and subgroups
1
Conjugacy for p-adic matrices of finite order II
13
Conjugacy for $p$-adic matrices of finite order
7
Comparing the height of an algebraic number with the height of its conjugates
5
The parity conjecture
2
Galois descent for K-groups (or for étale cohomology groups)
6
How locally ubiquitous are totally real fields?
3
Is there any way to compute the restriction of morphism onto irreducible components
4
Examples of Using Class Field Theory
7
A remark of Mordell alluding to a local/global principle for cubic Diophantine equations
8
Classifications of finite simple objects (2)
12
Regulators of Number fields and Elliptic Curves
31
What notions are used but not clearly defined in modern mathematics?
8
lower bound on Aut(G)
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