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Issue No.12 - December (1995 vol.17)
pp: 1140-1153
ABSTRACT
<p>Abstract—This paper describes and demonstrates the operation and performance of an algorithm for segmenting connected points into a combination of representations such as lines, circular, elliptical and superelliptical arcs, and polynomials. The algorithm has a number of interesting properties including being scale invariant, nonparametric, general purpose, and efficient.</p>
INDEX TERMS
2D, 3D, curve representation, segmentation, circular, elliptical, superelliptical, parabolic arcs, least square elllipse fitting, multistage, significance, nonparametric.
CITATION
Paul L. Rosin, Geoff A.W. West, "Nonparametric Segmentation of Curves into Various Representations", IEEE Transactions on Pattern Analysis & Machine Intelligence, vol.17, no. 12, pp. 1140-1153, December 1995, doi:10.1109/34.476507
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