148

Answers
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47
Is there a nice application of category theory to functional/complex/harmonic analysis?
24
Fourier transforms of functions not in $L^2.$
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What is the difference between an automorphic form and a modular form?
19
Why might André Weil have named Carl Ludwig Siegel the greatest mathematician of the 20th century?
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Seven pages — too long for a research statement for postdoc application?
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Going to graduate school for mathematics next year, need some advice
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Intuition for Group Cohomology
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What does Mellin inversion “really mean”?
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What is the strongest, most natural, conjectural form of Langlands?
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Applications of PDE in mathematical subjects other than geometry & topology
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Is strong approximation difficult?
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A stupid question about Automorphic forms
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Does Physics need non-analytic smooth functions?
13
How should an analytic number theorist look at Bessel functions?
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Decomposition of $L_0^2(GL_2({\mathbb{Q}}) \backslash GL_2(A), \psi)$
10
How important is it for one on the job market to have thought about suitable REU projects?
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How does the right regular of GL(n, R) and GL(n,Qp) decompose?
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Does normal Riemann hypothesis follow from extended Riemann hypothesis
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Possible Borel subgroups of GL_n?
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Automorphic Forms on product of groups $G\times H$
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Algebraic integers in skew fields
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Rationale for Hadamard’s finite part of a divergent integral
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Proper way to deal with papers you’ve already refereed.
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Why do categorical foundationalists want to escape set theory?
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Automorphic forms on GL(3)
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Field generated by the Fourier coefficients of a modular form
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A symbol to denote the set of prime numbers ?
8
Volume of fundamental domain and Haar measure
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what is the philosophy behind the name of real and imaginary hyperelliptic curve?
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non-artificial examples of non-smooth and non-admissible representations of GL_2
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