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Erdős problem / erdos

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Problem 98

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  1. vf_277e9dc4dfcebe4b

    theoretical

    Erdős Problem #98: declared status 'open'. Formalized: yes. Let h(n)h(n) be such that any nn points in R2\mathbb{R}^2, with no three on a line and no four on a circle, determine at least h(n)h(n) distinct distances. Does h(n)/n→∞h(n)/n\to \infty? Prize: no. Tags: distances, geometry.

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