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KConrad's user avatar
KConrad's user avatar
KConrad
  • Member for 14 years, 2 months
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4 votes

Question about Größencharaktere in imaginary quadratic number fields

6 votes

Conditional convergence of exponential sums related to a Hecke modular form

12 votes
Accepted

Is there any use of logarithmic derivatives of modular forms?

11 votes

When adding several $\sqrt[n]{p}$ to the rational numbers, what is the degree of field extension?

2 votes
Accepted

Defining a sign of square roots in GF(p)

3 votes

Expositions of the classical approach to local class field theory (Brauer group and Hasse invariant)

4 votes

General algebraic result obtained from consideration on $\mathbb{Q}_p$

1 vote

Completion of $\mathbb F_q(T)$

17 votes
Accepted

What is Weber's mistake about Hilbert's 12th problem?

11 votes
Accepted

Discovery of Hilbert polynomial

4 votes

Automorphism of positive characteristic field

7 votes
Accepted

Non-continuous group homomorphism from p-adic field to C*

1 vote

Achieving Weil upper bound

13 votes

A note on orders in quaternion algebras

17 votes
Accepted

Question on a crucial lemma in Euler's approach to Fermat's Last Theorem for $n=3$

20 votes

What is the difference between elementary and non-elementary proofs of the Prime Number Theorem?

9 votes

Mertens-like theorem

4 votes

Do all rigorous proofs of Euler's product for $\zeta (s)$ use infinitude of primes?

47 votes

To prove irrationality, why integrate?

11 votes

Who first proved that algebraic numbers form an algebraically closed field?

4 votes
Accepted

Decomposition groups for the Galois module $\mu_8$

5 votes

Artin's conjecture for polynomials and rational functions over finite fields

6 votes
Accepted

Infinitely many ones in continued fraction of pi?

1 vote

How do I extend the $2$-adic absolute value to prove Monsky's Theorem?

15 votes
Accepted

Quotients of number fields by certain prime powers

3 votes

Irreducibility of polynomials over some number fields

7 votes

Do empirical studies have a place in contemporary mathematics research?

16 votes

1+2+3+4+… and −⅛

3 votes
Accepted

Asymptotic equivalence of two infinite products of prime numbers in residue classes

2 votes

Proving Mertens' theorem using the prime number theorem

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