Fast Computation of Minimum Distance Among Convex 3D ObjectsET C A L I B ~ &RIQUEMENTET C A L I B ~&RIQUEMENT.POMPES PAR TRANSITIONS MULTIPLES

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" Fast Computation of Minimum Distance Among Convex 3D ObjectsET C A L I B ~ &RIQUEMENTET C A L I B ~&RIQUEMENT.POMPES PAR TRANSITIONS MULTIPLES "

Document Type	:	Latin Dissertation
Language of Document	:	English
Record Number	:	155014
Doc. No	:	ET26806
Main Entry	:	David Kirt Fenger
Title Proper	:	Fast Computation of Minimum Distance Among Convex 3D ObjectsET C A L I B ~ RIQUEMENTET C A L I B ~RIQUEMENT.POMPES PAR TRANSITIONS MULTIPLES
Note	:	This document is digital این مدرک بصورت الکترونیکی می باشد
Abstract	:	The computation ofdistances between convex polyhedra in 3D space can be presented asa Qludntic Programming pmbkm. The DQP3 m c c via Qurdrstic Ptopmmhg,3D-specificL algorithm for oomputiDg the distance between collvu polyhedra ispresented,basedonthe~.ctiVesetQPdgorithm_ TheDQP3rlgorithmealvacerthcprirmlactivesetetbyusinggeometricjdutioruto hcorecllcuIrtioar. inrtcrdofgeneralized matrixmethodsethods Several miants oftheDQ?3 dgorithm am p r dwith relative timing information. Comparison to algorithms from the literature is alsoperfonnai. with CPUtimer scaled accordiqg to tbe Lhqmck bcncbmul ofthe CPU wed.The most detailed compuiroa ia to Cllaaon'r EnhcN.wl CilK (Gilbert, Joham udKaerthi)dgoritbm, runniaghircodeantbeumetertmrcbiacutkDQP3.
Subject	:	Electericl tess
	:	برق
electronic file name	:	TL51083.pdf
Title and statement of responsibility and	:	Fast Computation of Minimum Distance Among Convex 3D ObjectsET C A L I B ~ RIQUEMENTET C A L I B ~RIQUEMENT.POMPES PAR TRANSITIONS MULTIPLES [Thesis]