Computing Hulls And Centerpoints In Positive Definite Space∗ P. Thomas Fletcher John Moeller Jeff M. Phillips - Moeller - Document - PDFSEARCH.IO

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	Computing Hulls And Centerpoints In Positive Definite Space∗ P. Thomas Fletcher John Moeller Jeff M. Phillips Add to Reading List Document Date: 2010-01-06 14:02:07 Open Document File Size: 319,09 KB Share Result on Facebook / EntertainmentAwardEvent the University of Utah under NSF award / / Facility University of Utah / / IndustryTerm median algorithms / diffusion tensor imaging / basic tools / hierarchical clustering algorithms / geometric algorithms / inner product / geometric tools / / Organization University of Utah / Computing Research Association / National Science Foundation / / Person Suresh Venkatasubramanian / / Position model for hyperbolic space H2 / natural representative / / ProvinceOrState Utah / / Technology machine learning / hierarchical clustering algorithms / CAT / / SocialTag Convex analysis Homogeneous spaces Lie groups Riemannian geometry Linear algebra Convex hull Convex set Rotation matrix Convex function Geometry

Computing Hulls And Centerpoints In Positive Definite Space∗ P. Thomas Fletcher John Moeller Jeff M. PhillipsAdd to Reading List