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Abstract: We present a new construction of lifted biorthogonal wavelets on surfaces of arbitrary two-manifold topology for compression and multiresolution representation. Our method combines three approaches: subdivision surfaces of arbitrary topology, B-spline wavelets, and the lifting scheme for biorthogonal wavelet construction. The simple building blocks of our wavelet transform are local lifting operations performed on polygonal meshes with subdivision hierarchy. Starting with a coarse, irregular... (Update)
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BibTeX entry: (Update)
@misc{ bertram-generalized,
author = "Martin Bertram and Mark A. Duchaineau and Bernd Hamann and Kenneth I. Joy",
title = "Generalized B-spline Subdivision-surface Wavelets for Geometry Compression",
url = "citeseer.ist.psu.edu/bertram04generalized.html" }
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