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Applied mathematics / Leonidas J. Guibas / Year of birth missing / Triangulation / Convex hull / Algorithm / Computational geometry / Delaunay triangulation / Mathematics / Theoretical computer science / Geometry


Kinetic 3D Convex Hulls via Self-Adjusting Computation (An Illustration) Umut A. Acar Guy E. Blelloch
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Document Date: 2007-04-20 15:21:40

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City

Philadelphia / Gyeongju / New York / /

Company

ACM Press / CRC Press / CGAL / /

Country

United States / South Korea / /

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Facility

Umut A. Acar Guy E. Blelloch Kanat Tangwongsan Toyota Technological Institute / Carnegie Mellon University / PA. Carnegie Mellon University / /

IndustryTerm

static algorithm / gas molecules / static algorithms / convex-hull algorithm / change-propagation algorithm / Kinetic algorithms / generic change-propagation algorithm / randomized incremental convex-hull algorithm / static incremental convex-hull algorithm / /

Organization

Department of Computer Science / Carnegie Mellon University / Carnegie Mellon University Pittsburgh / Society for Industrial and Applied Mathematics / Umut A. Acar Guy E. Blelloch Kanat Tangwongsan Toyota Technological Institute Chicago / /

Person

Marc van Kreveld / Mark de Berg / Jorge L. Vittes / Matthias Blume / Guy E. Blelloch / Julien Basch / Leonidas J. Guibas / Sartaj Sahni / Menelaos Karaveles / Otfried Schwarzkopf / Timothy M. Chan / Daniel Russel / Shan Leung / Mark Overmars / Robert Harper / Kanat Tangwongsan / Umut A. Acar / Li Zhang / John Hershberger / Craig D. Silverstein / /

Position

author / editor / event scheduler / /

Product

MLton / /

ProgrammingLanguage

MLton / Standard ML / /

ProvinceOrState

Pennsylvania / Illinois / New York / /

Technology

dynamic algorithm / generic change-propagation algorithm / static algorithm / static incremental convex-hull algorithm / 3-d / convex-hull algorithm / Dynamizing static algorithms / ESA / randomized incremental convex-hull algorithm / simulation / 2-dimensional algorithms / change-propagation algorithm / /

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