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Research notes on every problem, and a library of the papers behind them. Built from the open erdos repository.

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2026_08_28_kalviainen: Kalviainen's earlier construction: points of a discrete Hilbert curve, one chosen per block of sixteen indices and lifted to its index as height, claimed to give an infinite bounded-step walk with no three collinear points.

2026_09_01_cambie_kalviainen: Cambie and Kalviainen's Gaussian-integer walk: an infinite sequence in the integer lattice of dimension three with at most sixteen distinct steps and no three collinear points, answering the question negatively.