Asymptotic approximation of convex curves; the Hausdorff metric case
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L. Fejes Tóth gave asymptotic formulae as \( n\to \infty \) for the distance between a smooth convex disc and its best approximating inscribed or circumscribed polygons with at most n vertices, where the distance is in the sense of the Hausdorff metric. In this paper these formulae are extended by specifying the second terms of the asymptotic expansions.
KeywordsAsymptotic Expansion Asymptotic Formula Asymptotic Approximation Smooth Convex Good Approximate
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