![]() ![]() In response to this situation, this article presents and tests novel user-independent strategies for addressing aspects 1 ) and 2 ) above, for cylinders, cones and ellipsoids. These issues are central in estimating an analytic surface which minimizes its accumulated distances to the point set. Currently, the state of the art presents limitations in 1 ) automatically finding an initial guess for the analytic surface F sought, and 2 ) economically estimating the geometric distance between a point of S and the analytic surface F. ![]() This article addresses the fitting of analytic (ellipsoid, cones, cylinders) surfaces in general position in. Fitting C 2 -continuous or superior surfaces to a set S of points sampled on a 2-manifold is central to reverse engineering, computer aided geometric modeling, entertaining, modeling of art heritage, etc. ![]()
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