76

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Projective dimension of cohomology over regular rings
17
Overview of the interplay of Harmonic Analysis and Number Theory
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A unified description of zeta functions of a curve over $\mathbb{F}_q$ and Riemann $\zeta$ function
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Sato-Tate measure for GL(3) Automorphic forms
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Are coefficients of Maass forms of eigenvalue 1/4 known to be algebraic?
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Wonderful applications of the Vandermonde determinant
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What should be learned in an introductory analytic number theory course?
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Possible locations for non trivial zeroes lying off the critical line
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averages of Euler-phi function and similar
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In what way do the Weil Conjectures pertain to Langlands?
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What is the “reason” for modularity results?
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Global applications of eigenvarieties
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Things that should be positive integers…really?
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Why are modular forms interesting?
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Asymptotics for the number of ways to sum primes such that the sum is <= n
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Why do we see SU(2,R) in the Local automorphic Langlands group?
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Smooth circle/divisor problem?
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Ramanujan’s eccentric Integral formula
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Cos[Im[zetazero(n)]Log(prime)] spans a countable dense set in [-1,1]?
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Upper bounds for ranks of modular jacobians
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Contour integration of $\zeta(s)\zeta(2s)$
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Automorphisms of the Selberg class
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Books about the spectra of non-compact Riemann surfaces
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Tunnel like thereom: is there an interesting function with fourier coefficients related to $L'(E_n,1)$ instead of $L(E_n,1)$?
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Other applications of Vaughan’s Lemma?
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What is the shortest Ph.D. thesis?
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Books you would like to read (if somebody would just write them…)
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Holomorphic function with a.e. vanishing radial boundary limits
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What are some examples of colorful language in serious mathematics papers?
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If the Riemann Hypothesis fails, must it fail infinitely often?
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