Stopple

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Name Stopple
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Ramanujan’s $\tau(n)$ and continued fractions

sep 14 10 at 15:12 Stopple 2,645●4●17

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15
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4
answers
2k
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What does log convexity mean?

jun 16 11 at 16:15 S. Sra 10k●1●16●44

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5

2

1
2
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2
answers
326
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Kronecker theorems on linear forms.

mar 1 12 at 22:12 Gerry Myerson 15.6k●1●47●87

 
2
votes
1
answer
368
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Fourier Transform: Smoothness and Decay

jul 14 at 10:50 Bazin 2,948●2●8

 

46

Answers
votes newest views recent
15
The Riemann Hypothesis and the Langlands program
13
What does the numerically verified part of the Riemann Hypothesis tell about prime numbers? (2)
13
Why is Class Field Theory the same as Langlands for GL_1?
9
At what times were people interested in prime numbers
8
Why is the zeta function of a variety over a finite field not a polynomial? (question about motives)
8
Negative values of Riemann zeta function on the critical line.
8
What are the values of the derivative of Riemann’s zeta function at the known non-trivial zeros?
6
Linear (in)dependence of $\Im(\rho_n)$ and fundamental theorem of arithmetic
6
Gosper’s Mathematics
6
How should an analytic number theorist look at Bessel functions?
6
explicit large gap for consecutive zeros of the Riemann zeta function
6
Axioms for Riemann $\zeta$ function
5
Number Fields Arising from Newforms
5
Background for Hejhal’s "The Selberg Trace Formula for $PSL(2, \mathbb{R})$
5
Quadratic reciprocity and Weil reciprocity theorem
5
Possible locations for non trivial zeroes lying off the critical line
5
Numbers in the “Fundamentalis Tabula Arithmetica”
4
Origin of the notation s=\sigma+it in analytic number theory
4
Is there any way to generalize the Laplacian to finite groups?
4
Choice of normalization of the finite Fourier transform
4
best approximation to the LambertW(x) or exp(LambertW(x))
4
Is it possible to improve on Siegel’s theorem for exceptional zeroes?
4
Discrete Mathematics textbooks for undergraduates
4
What do theta functions have to do with quadratic reciprocity?
3
Some Dirichlet series questions. (2)
3
Generalized notions of solutions in various areas of mathematics
3
What can be the analogue of Frobenius in complex geometry?
3
Values of Dirichlet L-funcions at natural numbers
3
Which conjectures only need the Grand Riemann Hypothesis to become genuine theorems?
3
Exceptional zeros and Liouville’s $\lambda$ function
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462

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