AlphaEvolve problems·alphaevolve:56
Good asymptotic constructions of Szemerédi--Trotter
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If $n,m$ are natural numbers, let $C(n,m)$ denote the maximum number of incidences that are possible between $n$ points and $m$ lines in the plane. Establish upper and lower bounds on $C(n,m)$ that are as strong as possible.
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