The input to the fitting algorithm consists of a subdivision surface sin with detail coefficients and the target surface which is given as a function φ : sin → R3 mapping every point on sin to a new point in space. φ differs from the identity only in the local area of the surface that is being fitted.
Abstract: We introduce a new algorithm for fitting a Catmull-Clark subdivision surface to a given shape within a prescribed tolerance, based on the method ...
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We study the reconstruction of smooth surfaces from point clouds. We use a new squared distance error term in optimization to fit a subdivision surface to a ...
We introduce a new algorithm for fitting a Catmull-Clark subdivision surface to a given shape within a prescribed tolerance, based on the method of quasi- ...
We introduce a new algorithm for fitting a Catmull-Clark subdivision surface to a given shape within a prescribed tolerance, based on the method of ...
This article presents a new and direct approach for fitting a subdivision surface from an irregular and dense triangle mesh of arbitrary topological type.
Abstract: We study the reconstruction of smooth surfaces from point clouds. We use a new squared distance error term in optimization to fit a subdivision ...
Jan 25, 2023 · ABSTRACT. In this paper we present a powerful differentiable surface fitting tech- nique to derive a compact surface representation for a ...
Generalization of bi cubic B Splines. • Generalization of bi-cubic B-Splines. • Primal, approximation subdivision scheme. • Applied to polygonal meshes.
Most shape analysis methods use meshes to discretize the shape and functions on it by piecewise linear functions. Fine.