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CURVES WHICH INTERSECT LINES IN FINITE SETS
Published online by Cambridge University Press: 09 April 2001
Abstract
We study closed subsets in the plane which intersect each line in at least m points and at most n points, for which we try to minimize the difference n – m. It is known that m cannot be equal to n. The results in this paper show that for every even number n there exist closed sets in the plane for which m = n – 2.
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- © The London Mathematical Society 2001