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A Framework For Efficient Minimum Distance Computations By David E. Johnson and Elaine Cohen Department of Computer Science, University of Utah, Salt Lake City, UT 84112
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Document Date: 1998-12-11 15:34:19


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File Size: 137,84 KB

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IBM / John Wiley & Sons / /

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Company Expansion / /

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Stanford University / University of Hong Kong / University of Utah / University of California / /

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convex algorithm / theoretical algorithms / depth-first search / naive algorithm / minimum distance solution / linear algorithm / large pre-processing step / Refinement algorithms / local search methods / approximate solutions / search time / breadthfirst search / using a simple linear algorithm / /

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National Science Foundation / Center for Computer Graphics and Scientific Visualization / Stanford University / University of Utah / Salt Lake City / University of California / Berkeley / University of Hong Kong / Elaine Cohen Department of Computer Science / /

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Elaine Cohen / Francis / David E. Johnson / Susan Anderson / Phil Thesis / Wang / /

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haptic controller / General / Cao / /

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OBBs / Gilbert / LUB / /

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Utah / Minnesota / South Carolina / California / New York / A. B. / /

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The International Journal / Computer Graphics / Lecture Notes in Computer Science / IEEE Transactions on Computers / /

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Stanford University / /

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Alpha / linear algorithm / Virtual Reality / Collision Detection Algorithm / CAD/CAM / theoretical algorithms / naive algorithm / 3D Graphics / simulation / convex algorithm / Refinement algorithms / CAD / /

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