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Answers
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97
What are some examples of colorful language in serious mathematics papers?
23
Philosophy behind Yitang Zhang’s work on the Twin Primes Conjecture
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Walsh Fourier Transform of the Möbius function
25
How does one use the Poisson summation formula?
5
explicit big linearly independent sets
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Proof of the weak Goldbach Conjecture
3
Algebraic geometry used “externally” (in problems without obvious algebraic structure).
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A learning roadmap for Additive combinatorics.
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Are There Primes of Every Hamming Weight?
4
Does Weyl’s Inequality prove equidistribution?
7
Cliques, Paley graphs and quadratic residues
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Are all primes in a PAP-3?
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Given n k-element subsets of n, is there a small subset A of n which intersects them all?
11
Perron, Fourier
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Arithmetic Progressions of Squares
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Degree of commutativity of finite groups and subgroups
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Roth’s theorem and Behrend’s lower bound
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Is there a Plancherel Theorem for Gowers norms?
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covering a square with unit squares
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Intervals with large numbers of primes
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Can you cover the Boolean cube {0,1}^n with O(1) Hamming-balls each of radius n/2-c*sqrt(n)?
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Random projection and finite fields
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Nonlinear equations in integers
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Wanted: A constructive version of a theorem of Furstenberg and Weiss
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Infimums of exponential sums involving primes
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minimum number of subsets?