Higher order Delaunay triangulations (original) (raw)

2002, Computational Geometry

AI-generated Abstract

Higher order Delaunay triangulations extend the classic Delaunay triangulation concept by incorporating non-linear relationships and higher degree simplices. This allows for better shape representation in computational geometry and applications in areas such as mesh generation and surface reconstruction. The paper discusses the theoretical foundations, algorithms, and practical implications of utilizing higher order Delaunay triangulations.

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