Tracking Point-Curve Critical Distances⋆ Xianming Chen, Elaine Cohen, and Richard F. Riesenfeld School of Computing, University of Utah, Salt Lake City, UT 84112, USA, Abstract. This paper presents a novel approach to - Envelope tracking - Document - PDFSEARCH.IO

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	Tracking Point-Curve Critical Distances⋆ Xianming Chen, Elaine Cohen, and Richard F. Riesenfeld School of Computing, University of Utah, Salt Lake City, UT 84112, USA, Abstract. This paper presents a novel approach to Add to Reading List Document Date: 2006-12-11 20:18:01 Open Document File Size: 464,56 KB Share Result on Facebook Country United States / / Facility University of Utah / / IndustryTerm stage algorithm / search strategy / intersection algorithm / minimal distance search / evolution algorithm / curvature-based correction algorithm / extension to our algorithms / extremal distance search / typical ray tracing algorithm / pre-processing / correction algorithm / / Organization University of Utah / Salt Lake City / NSF / National Institute of Health / National Science Foundation / Richard F. Riesenfeld School of Computing / / Person Elaine Cohen / / / Position author / / ProgrammingLanguage C / / ProvinceOrState Utah / / Technology laptop computer / typical ray tracing algorithm / curvature-based correction algorithm / evolution algorithm / correction algorithm / intersection algorithm / stage algorithm / / SocialTag Mathematical analysis Evolute Osculating circle Curvature Differential geometry of curves Tangent space Arc length Differentiable manifold Envelope Geometry

Tracking Point-Curve Critical Distances⋆ Xianming Chen, Elaine Cohen, and Richard F. Riesenfeld School of Computing, University of Utah, Salt Lake City, UT 84112, USA, Abstract. This paper presents a novel approach to Add to Reading List