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Titlebook: Curves and Surfaces; 7th International Co Jean-Daniel Boissonnat,Patrick Chenin,Larry Schuma Conference proceedings 2012 Springer-Verlag Gm

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Design of Multiresolution Operators Using Statistical Learning Tools: Application to Compression ofarning statistical theory. This integrates two ideas: generalized wavelets and learning methods, and opens several possibilities in the compressed signal context. We obtain theoretical results which prove that this type of schemes (LMR schemes) are equal to or better than the classical schemes. Fina
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,, Nonlinear Subdivision Schemes, version of the .. average considered in [12], and their development is motivated by the desire to generalize the nonlinear analysis in [3,5] to interpolatory subdivision schemes with higher than second order accuracy.
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Approximating Algebraic Space Curves by Circular Arcs,regular algebraic curve segments. The local technique computes pairs of polynomials with modified Taylor expansions and generates approximating circular arcs. We analyze the connection between the generated approximating arcs and the osculating circles of the algebraic curve.
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Mesh Segmentation and Model Extraction,on of reliable components such as facets, cylindric and spherical parts, etc. The method described here finds automatically parts in the surface to which geometric primitives can be fitted. Knowing certain properties of the input object, this primitive fitting helps quantifying the precision of an a
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Design of ,, Spatial Pythagorean-Hodograph Quintic Spline Curves by Control Polygons,h PH curves can always be represented in Bézier or B–spline form, changes to their control polygons will usually compromise their PH nature. To circumvent this problem, an approach similar to that developed in [13] for the planar case is adopted. Namely, the “ordinary” .. cubic B–spline curve determ
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