Research notes on every problem, and a library of the papers behind them. Built from the open erdos repository.
Updated
Claims
2026_04_25_almeida: A manuscript prepared with AI assistance claiming that almost every sample of the planar Gaussian entire function has a zero of every sufficiently high derivative in every nonempty open set, answering the question yes.
2026_04_25_chojecki: A note presented as done with GPT-5.5 Pro claiming that almost every sample of a Gaussian entire series of order above 2 has a zero of every sufficiently high derivative in every nonempty open set, answering the question yes.
2026_07_21_hou: A manuscript with declared AI assistance claiming a transcendental entire function such that every nonempty open set contains a zero of every sufficiently high derivative, which answers the question yes; unreviewed.
2026_09_17_he: A manuscript with declared AI assistance claiming an explicit sparse Fock series whose nth derivative, for all large n, has a zero within C n^{-1/6} of every point of a fixed annulus, answering the question yes; unreviewed.