Estimation of the envelope of a point set with loose boundaries

Abstract : Given a point set in R2, its envelope is defined as a contour line of the density of points with a given proportion of the points excluded. Three methods are presented and compared to estimate the envelope: one is based on Voronoï tessellation, the second on a nonparametric density estimation, and the third approach is parametric. The proposed techniques are applied to detect the faster growing trees in tree growth data.
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Article dans une revue
Applied Mathematics Letters, Elsevier, 2000, 13 (7), pp.13-18
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http://hal.cirad.fr/cirad-00145105
Contributeur : Nicolas Picard <>
Soumis le : lundi 7 mai 2007 - 18:07:16
Dernière modification le : lundi 4 décembre 2017 - 10:36:42

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  • HAL Id : cirad-00145105, version 1

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Nicolas Picard, Avner Bar-Hen. Estimation of the envelope of a point set with loose boundaries. Applied Mathematics Letters, Elsevier, 2000, 13 (7), pp.13-18. 〈cirad-00145105〉

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