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Maximum-Area Quadrilateral in a Convex Polygon, Revisited

Published 2 Aug 2017 in cs.CG | (1708.00681v3)

Abstract: In this note we show by example that the algorithm presented in 1979 by Dobkin and Snyder for finding the largest-area k-gon that is inscribed in a convex polygon fails to find the optimal solution for k=4. This question, posed by Keikha et al. where they showed that the Dobkin Snyder algorithm fails for k=3.

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