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Peter Humphries

London, United Kingdom

Postdoc at UCL

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82
Jokes in the sense of Littlewood: examples?
mathoverflow.net

27
Most memorable titles
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23
Dedekind Zeta function: behaviour at 1
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22
Learning roadmap for harmonic analysis
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20
Error term of the Prime Number Theorem and the Riemann Hypothesis
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18
Reference for Kronecker-Weyl theorem in full generality
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18
Density of the "multiplicative odd numbers"
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18
Sign of the function $f(n)=\sum_{k=1}^n\frac{\mu(k)}{k}$
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17
Is the asymptotic for $\sum_n (\mu(n)/\sigma(n)) \log(x/n)$ also an upper bound?
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17
Error to sum of Euler phi-functions
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15
lower and upper bound for $\sum_{k=1}^n \frac{(-1)^{\Omega(k)}}k$?
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15
Definitions of $\pi_1 \times \pi_2, \pi_1 \boxplus \pi_2, \pi_1 \boxtimes \pi_2$
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14
Haar measure on $\mathrm{SL}_3(\mathbb{Z}) \backslash \mathrm{SL}_3(\mathbb{R}) / \mathrm{SO}_3(\mathbb{R})$
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13
How does Riemann hypothesis implies estimates?
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13
"Extra Euler factors" in one definition of the L-function of a twist of a modular form
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13
Prime number races in 2 dimensions
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12
How strong is the requirement of being a Gelbart-Jacquet lift?
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12
Special values of adjoint $L$-functions of automorphic representations of $\mathrm{GSp}(4)$ as Petersson norms
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12
Contemporary introduction to Godement-Jacquet "Zeta functions of simple algebras"
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12
On the consistency of the definition of the conductor for automorphic forms
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11
What are the analytic properties of Dirichlet Euler products restricted to arithmetic progressions?
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11
Probability in number theory
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11
Is there a stronger (but widely believed) version of the Chowla conjecture?
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11
Why doesn't Mertens's second theorem prove the Prime Number Theorem?
math.stackexchange.com

11
Growth of dimension of fixed spaces in $GL_n(\mathbb{Q}_p)$-representations
mathoverflow.net

11
Do "most" modular forms have no extra twists?
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10
Shortest/Most elegant proof for $L(1,\chi)\neq 0$
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10
Spectral decomposition of product of modular functions
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10
The mean value of $y \log{y}$ over the ordinates of the CM points
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10
Prime races à la Mertens
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