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Compression of light transport matrix Andrey Lebedev, Ivan Karpuhin, Andrey Il yin, Alexey Ignatenko Department of Computational Mathematics and Cybernetics Moscow State University, Moscow, Russia {alebedev, ikarpuhin, ailyin, ignatenko}@graphics.cs.msu.ru Abstract We address the problem of relighting of three-dimensional scenes and propose a new method based on reconstruction of light transport matrix. ... Algorithm 2. ... In [ 8] light transport matrix for diffuse scene was compressed 4000 times. ...
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Ссылки http://imaging.cs.msu.ru/pub/2011.Graphicon.Lebedev_Ignatenko.Light.en.pdf -- 203.3 Кб -- 22.08.2011
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Ссылки http://imaging.cs.msu.su/pub/2011.Graphicon.Lebedev_Ignatenko.Light.en.pdf -- 203.3 Кб -- 22.08.2011
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Ссылки http://imaging.cmc.msu.ru/pub/2011.Graphicon.Lebedev_Ignatenko.Light.en.pdf -- 203.3 Кб -- 22.08.2011 Похожие документы
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... K := Ker f . dim K = 1. h1 , h2 K . ... x H {en } N EN (x) := inf x - k k e k =1 k . ... n (1) {en } (h, h) = lim(hn , hn ) = lim n n k =1 |ck |2 = |ck |2 . ... n-1 e e1 , . ... A r(A) := sup {|| ... Axn } . ... xnk . ... Q(x)| x0 , y , (x0 , y ) = 0, (Ax0 , y ) = 0, x0 Ax0 . ... n=1 p p p lim xn n=1 = lim p Axn = lim n=1 p yn = y . ... Ker(A - I ) = 0 Im(A - I ) = H ; dim Ker(A - I ) = dim Ker(A - I ); Ker(A - I ) = Im(A - I ) . ... zk = xnk - xnk xnk + xnk 2 xnk = 2. , zk Ker(A - I ). . ...
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Ссылки http://www.dmvn.mexmat.net/content/fcalculus/functionalcalculus-5s-stepin.pdf -- 531.7 Кб -- 02.04.2010 Похожие документы
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