Claims

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2026_01_30_chojecki: Chojecki's note, written with GPT 5.2, reproves the Salem–Zygmund upper envelope of M_n(t) and finds the scale of its smallest values along a sparse subsequence; it does not determine the lower envelope.

2026_04_21_letwin_sawhney: Letwin and Sawhney prove that almost surely the lower envelope of the maximum of a random Littlewood polynomial on [-1,1] is sqrt(n) times exp(-(3 pi^2/4)^{1/3} (log log n)^{1/3}) to first order in the exponent.

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