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anisotropic_diffusion_gamma0.05_iterations10_kappa100___area_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
area
{"scale": 2}
2
edge_preserving
[ 0.040851034224033356, 0.036016739904880524, 0.03686625510454178, 0.03650820255279541, 0.03679894655942917, 0.03594603016972542, 0.03553210198879242, 0.03591489419341087, 0.03538484126329422, 0.03530392795801163, 0.034251440316438675, 0.03356166556477547, 0.03321840986609459, 0.032719094306...
[ 3.364778995513916, -6.151240348815918 ]
[ -3.9717111587524414, 0.7729840874671936, 5.158036708831787 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___area_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
area
{"scale": 4}
4
edge_preserving
[ 0.04004722461104393, 0.03560822829604149, 0.036534518003463745, 0.036015771329402924, 0.036443088203668594, 0.035583436489105225, 0.035237669944763184, 0.035615187138319016, 0.035104088485240936, 0.03512462228536606, 0.033994246274232864, 0.03341015800833702, 0.03307022154331207, 0.0323487...
[ 4.2180657386779785, -6.665992259979248 ]
[ -4.734408378601074, -0.3043520152568817, 4.671414852142334 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___area_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
area
{"scale": 8}
8
edge_preserving
[ 0.0401122085750103, 0.03507131710648537, 0.03619389981031418, 0.03590913489460945, 0.03618940711021423, 0.03542178124189377, 0.035059694200754166, 0.03539697825908661, 0.03495161235332489, 0.03500949591398239, 0.03372740373015404, 0.033253613859415054, 0.03288824483752251, 0.03228714317083...
[ 4.418830394744873, -6.792723655700684 ]
[ -4.818171501159668, -0.5300295352935791, 4.508161544799805 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bicubic_16x_scale16.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bicubic_16x
{"scale": 16}
16
edge_preserving
[ 0.04040041193366051, 0.03603010252118111, 0.035753846168518066, 0.036050159484148026, 0.03599456697702408, 0.035397034138441086, 0.03492984548211098, 0.035462480038404465, 0.03486892208456993, 0.034835200756788254, 0.03382766246795654, 0.033302485942840576, 0.03299834579229355, 0.032593160...
[ 4.375716686248779, -6.738368988037109 ]
[ -4.816709518432617, -0.4849095046520233, 4.562241554260254 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bicubic_3x_scale3.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bicubic_3x
{"scale": 3}
3
edge_preserving
[ 0.04063401371240616, 0.03623225912451744, 0.03595742955803871, 0.03622887656092644, 0.03618806228041649, 0.03561880812048912, 0.03512045368552208, 0.035629644989967346, 0.03500806540250778, 0.034994129091501236, 0.03398256003856659, 0.033441219478845596, 0.03309981897473335, 0.032690249383...
[ 3.8331427574157715, -6.461418628692627 ]
[ -4.4212870597839355, 0.047812871634960175, 4.897473335266113 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bicubic_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bicubic
{"scale": 2}
2
edge_preserving
[ 0.04095974564552307, 0.03649924695491791, 0.0362013578414917, 0.03648611903190613, 0.03641846403479576, 0.03591364994645119, 0.035337671637535095, 0.035857949405908585, 0.035177841782569885, 0.03518271818757057, 0.034215912222862244, 0.0336034893989563, 0.03326580300927162, 0.0328182540833...
[ 3.132495164871216, -6.04537296295166 ]
[ -3.7926790714263916, 0.6486001014709473, 5.31105899810791 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bicubic_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bicubic
{"scale": 4}
4
edge_preserving
[ 0.04051588848233223, 0.03615030273795128, 0.035870350897312164, 0.03615172579884529, 0.0361006036400795, 0.03552856296300888, 0.03503810986876488, 0.035567205399274826, 0.03495077043771744, 0.0349290706217289, 0.03392350673675537, 0.03338111191987991, 0.03305961564183235, 0.032649818807840...
[ 4.070469379425049, -6.587210178375244 ]
[ -4.626182556152344, -0.16973255574703217, 4.7644147872924805 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bicubic_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bicubic
{"scale": 8}
8
edge_preserving
[ 0.04042290151119232, 0.03605460748076439, 0.0357782319188118, 0.03606972098350525, 0.0360153391957283, 0.03542660176753998, 0.03495253622531891, 0.035484157502651215, 0.03488393500447273, 0.03485562652349472, 0.03385131061077118, 0.03332102298736572, 0.0330122672021389, 0.03260838612914085...
[ 4.341547966003418, -6.725907802581787 ]
[ -4.798295497894287, -0.4512937068939209, 4.582165718078613 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bilinear_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bilinear
{"scale": 2}
2
edge_preserving
[ 0.042987160384655, 0.038221970200538635, 0.03799614682793617, 0.03817131370306015, 0.03805923834443092, 0.03747730702161789, 0.03689754381775856, 0.03729652240872383, 0.03654136881232262, 0.036430563777685165, 0.035306330770254135, 0.034533679485321045, 0.03407066687941551, 0.0335000120103...
[ -2.979605197906494, 3.0373342037200928 ]
[ -0.8188813328742981, 1.125910758972168, 5.644882678985596 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bilinear_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bilinear
{"scale": 4}
4
edge_preserving
[ 0.042294807732105255, 0.03756179288029671, 0.03754057362675667, 0.03764375299215317, 0.037541598081588745, 0.036930929869413376, 0.036441925913095474, 0.03681156784296036, 0.036199066787958145, 0.03600304201245308, 0.034893494099378586, 0.03421241044998169, 0.033748067915439606, 0.03319305...
[ -3.376509428024292, 2.2349162101745605 ]
[ -1.5401356220245361, 1.0175755023956299, 6.204197406768799 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bilinear_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bilinear
{"scale": 8}
8
edge_preserving
[ 0.04214785248041153, 0.0373917855322361, 0.037463877350091934, 0.037546686828136444, 0.03745982050895691, 0.03681614249944687, 0.03632354736328125, 0.03669928386807442, 0.03610870614647865, 0.03588581085205078, 0.034804072231054306, 0.03413289040327072, 0.033663831651210785, 0.033114664256...
[ -3.374493360519409, 2.1195831298828125 ]
[ -1.6266627311706543, 1.0245110988616943, 6.230329513549805 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bspline_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bspline
{"scale": 2}
2
edge_preserving
[ 0.0410270169377327, 0.03653648495674133, 0.03629143536090851, 0.03654664754867554, 0.036466337740421295, 0.035962797701358795, 0.035400863736867905, 0.035897549241781235, 0.03522130846977234, 0.035234857350587845, 0.03427864983677864, 0.03363863378763199, 0.03329126536846161, 0.03286556899...
[ 2.9670722484588623, -5.958456039428711 ]
[ -3.6596035957336426, 0.6742119789123535, 5.398169040679932 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bspline_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bspline
{"scale": 4}
4
edge_preserving
[ 0.04060452803969383, 0.036191318184137344, 0.03597341105341911, 0.036210160702466965, 0.03615067899227142, 0.035610899329185486, 0.03511568531394005, 0.03561864048242569, 0.035034630447626114, 0.03498923406004906, 0.03398209810256958, 0.033442799001932144, 0.03308679535984993, 0.0326853878...
[ 3.792775869369507, -6.439857006072998 ]
[ -4.405261039733887, 0.07026655972003937, 4.914586544036865 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___bspline_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
bspline
{"scale": 8}
8
edge_preserving
[ 0.04049444943666458, 0.036091580986976624, 0.03588378056883812, 0.0361146442592144, 0.036059215664863586, 0.03552526608109474, 0.03502300754189491, 0.0355360209941864, 0.03496990352869034, 0.03491615876555443, 0.03390679508447647, 0.033386629074811935, 0.03303345665335655, 0.03263977169990...
[ 4.034506320953369, -6.548244476318359 ]
[ -4.639909744262695, -0.15443909168243408, 4.771383285522461 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___cubic_catmull_rom_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
cubic_catmull_rom
{"scale": 2}
2
edge_preserving
[ 0.04095974564552307, 0.03649924695491791, 0.0362013578414917, 0.03648611903190613, 0.03641846403479576, 0.03591364994645119, 0.035337671637535095, 0.035857949405908585, 0.035177841782569885, 0.03518271818757057, 0.034215912222862244, 0.0336034893989563, 0.03326580300927162, 0.0328182540833...
[ 3.1482980251312256, -6.057356834411621 ]
[ -3.8179595470428467, 0.6295270919799805, 5.30348014831543 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___cubic_catmull_rom_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
cubic_catmull_rom
{"scale": 4}
4
edge_preserving
[ 0.04051588848233223, 0.03615030273795128, 0.035870350897312164, 0.03615172579884529, 0.0361005961894989, 0.03552856296300888, 0.03503810986876488, 0.035567205399274826, 0.03495077043771744, 0.0349290706217289, 0.03392350673675537, 0.03338111191987991, 0.03305961564183235, 0.032649818807840...
[ 4.0728888511657715, -6.587712287902832 ]
[ -4.607616424560547, -0.14883150160312653, 4.778127193450928 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___cubic_catmull_rom_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
cubic_catmull_rom
{"scale": 8}
8
edge_preserving
[ 0.04042290151119232, 0.03605460748076439, 0.0357782319188118, 0.03606972098350525, 0.0360153391957283, 0.03542660176753998, 0.03495253622531891, 0.035484157502651215, 0.03488393500447273, 0.03485562652349472, 0.03385131061077118, 0.03332102298736572, 0.0330122672021389, 0.03260838612914085...
[ 4.34254789352417, -6.722682476043701 ]
[ -4.789771556854248, -0.4419856369495392, 4.588834762573242 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___cubic_mitchell_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
cubic_mitchell
{"scale": 2}
2
edge_preserving
[ 0.04227381944656372, 0.03775917366147041, 0.037421341985464096, 0.037647634744644165, 0.03762827441096306, 0.03716697543859482, 0.03646213933825493, 0.03693591430783272, 0.036157213151454926, 0.03617170453071594, 0.03493333235383034, 0.03428502380847931, 0.03394591435790062, 0.033447146415...
[ -3.350188732147217, 2.531365156173706 ]
[ -1.316666603088379, 0.9980641007423401, 6.107037544250488 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___cubic_mitchell_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
cubic_mitchell
{"scale": 4}
4
edge_preserving
[ 0.041813068091869354, 0.037433985620737076, 0.0370514877140522, 0.03734284266829491, 0.037340596318244934, 0.03683164343237877, 0.036156024783849716, 0.03666669502854347, 0.0358814001083374, 0.03592609614133835, 0.03461256995797157, 0.034076787531375885, 0.03382016345858574, 0.033358182758...
[ -3.4019620418548584, 1.9752572774887085 ]
[ -1.8017665147781372, 0.9725523591041565, 6.299774646759033 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___cubic_mitchell_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
cubic_mitchell
{"scale": 8}
8
edge_preserving
[ 0.04171419143676758, 0.03734678030014038, 0.03692091628909111, 0.03724901005625725, 0.037245575338602066, 0.036759644746780396, 0.03606797382235527, 0.03658030182123184, 0.03582474961876869, 0.035828594118356705, 0.03453845903277397, 0.03399547189474106, 0.03380270302295685, 0.033316310495...
[ -3.3496875762939453, 1.8784247636795044 ]
[ -1.8763593435287476, 0.9979885816574097, 6.2554240226745605 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___edge_directed_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
edge_directed
{"scale": 2}
2
edge_preserving
[ 0.0409625805914402, 0.03649844974279404, 0.036197513341903687, 0.03648295998573303, 0.036419596523046494, 0.03591429069638252, 0.03533691540360451, 0.035857297480106354, 0.03517695143818855, 0.03518018126487732, 0.03421488404273987, 0.033600710332393646, 0.033265627920627594, 0.03281714394...
[ 3.15848970413208, -6.06525182723999 ]
[ -3.8184752464294434, 0.6299865245819092, 5.303956985473633 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___edge_directed_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
edge_directed
{"scale": 4}
4
edge_preserving
[ 0.040525518357753754, 0.03615103289484978, 0.035867080092430115, 0.03614817559719086, 0.03610207885503769, 0.03552936017513275, 0.035039424896240234, 0.03556599095463753, 0.03495044633746147, 0.0349268801510334, 0.03392184153199196, 0.033378418534994125, 0.033059731125831604, 0.03265042975...
[ 4.078289031982422, -6.590179443359375 ]
[ -4.639126777648926, -0.1851285994052887, 4.754417419433594 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___fft_zeropad_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
fft_zeropad
{"scale": 2}
2
edge_preserving
[ 0.04194207489490509, 0.03646896407008171, 0.03567328676581383, 0.035880763083696365, 0.03606617823243141, 0.03566914051771164, 0.03503362089395523, 0.03553535044193268, 0.03498690947890282, 0.03487902879714966, 0.033814936876297, 0.033150505274534225, 0.03292778506875038, 0.032520297914743...
[ 4.5028886795043945, -6.869531154632568 ]
[ -4.768651485443115, -0.6183014512062073, 4.462884426116943 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___fft_zeropad_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
fft_zeropad
{"scale": 4}
4
edge_preserving
[ 0.04117870703339577, 0.035935502499341965, 0.03530040755867958, 0.03558827564120293, 0.03573210909962654, 0.035273123532533646, 0.03470316901803017, 0.03513776510953903, 0.03455953672528267, 0.03460538014769554, 0.03346610069274902, 0.03289194032549858, 0.03278527408838272, 0.0324165560305...
[ 5.062710762023926, -7.154995441436768 ]
[ -4.353872299194336, -2.750495195388794, 3.691953659057617 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___fft_zeropad_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
fft_zeropad
{"scale": 8}
8
edge_preserving
[ 0.0403832271695137, 0.035695452243089676, 0.03532899171113968, 0.03559822216629982, 0.03565257415175438, 0.03521742671728134, 0.03462885692715645, 0.03510520979762077, 0.03446706756949425, 0.034576453268527985, 0.03341570869088173, 0.03290001302957535, 0.03276786580681801, 0.03241014480590...
[ 5.085489749908447, -7.1340556144714355 ]
[ -4.3381667137146, -2.7967593669891357, 3.6717724800109863 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___lanczos_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
lanczos
{"scale": 2}
2
edge_preserving
[ 0.04079500585794449, 0.03636094555258751, 0.036062806844711304, 0.03633318468928337, 0.036299917846918106, 0.03581701219081879, 0.03521127998828888, 0.03575329855084419, 0.03501714766025543, 0.03504909202456474, 0.03401213139295578, 0.03340108320116997, 0.03312772512435913, 0.0326715894043...
[ 3.820061206817627, -6.462143421173096 ]
[ -4.405506134033203, 0.053211089223623276, 4.8928022384643555 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___lanczos_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
lanczos
{"scale": 4}
4
edge_preserving
[ 0.04035944491624832, 0.03601473569869995, 0.03573165088891983, 0.03599401190876961, 0.035977765917778015, 0.035458680242300034, 0.0349116325378418, 0.03544986620545387, 0.034756168723106384, 0.03482116758823395, 0.03367188572883606, 0.03318078815937042, 0.03294910863041878, 0.0325361825525...
[ 4.587803840637207, -6.921316146850586 ]
[ -4.818371295928955, -0.7316440343856812, 4.3834991455078125 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___lanczos_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
lanczos
{"scale": 8}
8
edge_preserving
[ 0.04026399925351143, 0.03592086583375931, 0.03564279526472092, 0.03590543940663338, 0.03588781878352165, 0.03537217900156975, 0.034822143614292145, 0.03535965457558632, 0.034686218947172165, 0.03475198149681091, 0.03360246121883392, 0.03313201665878296, 0.03290895000100136, 0.0324857793748...
[ 4.667967796325684, -6.994317531585693 ]
[ -4.83341646194458, -0.817475438117981, 4.3238606452941895 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___linear_exact_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
linear_exact
{"scale": 2}
2
edge_preserving
[ 0.04303910583257675, 0.03831538185477257, 0.03810996562242508, 0.038274604827165604, 0.03818204626441002, 0.03760334849357605, 0.036971841007471085, 0.03740986809134483, 0.03659657761454582, 0.03656662628054619, 0.03535505011677742, 0.034584298729896545, 0.03414202481508255, 0.033577945083...
[ -2.952558994293213, 3.050832986831665 ]
[ -0.8048524856567383, 1.1231473684310913, 5.635589599609375 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___linear_exact_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
linear_exact
{"scale": 4}
4
edge_preserving
[ 0.042173802852630615, 0.03760439157485962, 0.03761797398328781, 0.03767167404294014, 0.03767850250005722, 0.03700455650687218, 0.03644008934497833, 0.03684955835342407, 0.03613085672259331, 0.0361621230840683, 0.03486263006925583, 0.034239280968904495, 0.03376533091068268, 0.03327568992972...
[ -3.3828272819519043, 2.310025930404663 ]
[ -1.501943588256836, 1.0139811038970947, 6.193429470062256 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___linear_exact_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
linear_exact
{"scale": 8}
8
edge_preserving
[ 0.04198702797293663, 0.03739877790212631, 0.037497151643037796, 0.037517301738262177, 0.03758714720606804, 0.03686480224132538, 0.03627430275082588, 0.036680880934000015, 0.03599608317017555, 0.03603865206241608, 0.034720469266176224, 0.034161265939474106, 0.033651020377874374, 0.033166524...
[ -3.3794779777526855, 2.11730694770813 ]
[ -1.6535063982009888, 1.0288904905319214, 6.233175754547119 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___nearest_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
nearest
{"scale": 2}
2
edge_preserving
[ 0.04085103049874306, 0.036016736179590225, 0.03686625510454178, 0.03650820255279541, 0.03679894283413887, 0.03594603016972542, 0.03553209826350212, 0.035914890468120575, 0.03538484126329422, 0.03530392423272133, 0.034251440316438675, 0.03356166556477547, 0.03321840986609459, 0.032719094306...
[ 3.3634517192840576, -6.151185512542725 ]
[ -3.944293260574341, 0.7962033152580261, 5.178841590881348 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___nearest_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
nearest
{"scale": 4}
4
edge_preserving
[ 0.04043499007821083, 0.036012426018714905, 0.036661580204963684, 0.03602149337530136, 0.03624704107642174, 0.03560149297118187, 0.035317495465278625, 0.03557748347520828, 0.035313040018081665, 0.034996047616004944, 0.03387758880853653, 0.03339396044611931, 0.0329548679292202, 0.03232153877...
[ 4.300954818725586, -6.719992160797119 ]
[ -4.778439521789551, -0.3590146601200104, 4.625372886657715 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___nearest_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
nearest
{"scale": 8}
8
edge_preserving
[ 0.04044484719634056, 0.03640708327293396, 0.036274902522563934, 0.03601526468992233, 0.03600696474313736, 0.03546113520860672, 0.03530894219875336, 0.03543785214424133, 0.03501993045210838, 0.03493000194430351, 0.033786702901124954, 0.03331561014056206, 0.032829590141773224, 0.032293532043...
[ 4.374739646911621, -6.755484104156494 ]
[ -4.815359115600586, -0.4758293628692627, 4.549046516418457 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quadratic_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quadratic
{"scale": 2}
2
edge_preserving
[ 0.0410270169377327, 0.03653648495674133, 0.03629143536090851, 0.03654664754867554, 0.036466337740421295, 0.035962797701358795, 0.035400863736867905, 0.035897549241781235, 0.03522130846977234, 0.035234857350587845, 0.03427864983677864, 0.03363863378763199, 0.03329126536846161, 0.03286556899...
[ 2.984794855117798, -5.984687328338623 ]
[ -3.662446975708008, 0.6749166250228882, 5.396739482879639 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quadratic_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quadratic
{"scale": 4}
4
edge_preserving
[ 0.04060452803969383, 0.036191318184137344, 0.03597341105341911, 0.036210160702466965, 0.03615067899227142, 0.035610899329185486, 0.03511568531394005, 0.03561864048242569, 0.035034630447626114, 0.03498923406004906, 0.03398209810256958, 0.033442799001932144, 0.03308679535984993, 0.0326853878...
[ 3.790193796157837, -6.43963098526001 ]
[ -4.384246349334717, 0.09004110842943192, 4.927070140838623 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quadratic_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quadratic
{"scale": 8}
8
edge_preserving
[ 0.04049444943666458, 0.036091580986976624, 0.03588378056883812, 0.0361146442592144, 0.036059215664863586, 0.03552526608109474, 0.03502300754189491, 0.0355360209941864, 0.03496990352869034, 0.03491615876555443, 0.03390679508447647, 0.033386629074811935, 0.03303345665335655, 0.03263977169990...
[ 3.995917558670044, -6.525579929351807 ]
[ -4.637116432189941, -0.15766602754592896, 4.767997741699219 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quartic_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quartic
{"scale": 2}
2
edge_preserving
[ 0.040836989879608154, 0.03639223426580429, 0.03608665242791176, 0.036375436931848526, 0.03631516546010971, 0.03581137955188751, 0.03522654250264168, 0.035754118114709854, 0.03507356345653534, 0.03507855162024498, 0.03411330282688141, 0.03351685777306557, 0.03317923843860626, 0.032727602869...
[ 3.671813488006592, -6.381695747375488 ]
[ -4.296950340270996, 0.17905928194522858, 4.971015453338623 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quartic_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quartic
{"scale": 4}
4
edge_preserving
[ 0.04040475934743881, 0.03605841472744942, 0.03576016053557396, 0.03604863956570625, 0.036005888134241104, 0.03543519973754883, 0.0349377803504467, 0.035475268959999084, 0.034849438816308975, 0.034836553037166595, 0.033828284591436386, 0.0332958921790123, 0.03298414871096611, 0.032572552561...
[ 4.46860408782959, -6.826136589050293 ]
[ -4.81683874130249, -0.585808277130127, 4.487670421600342 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quartic_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quartic
{"scale": 8}
8
edge_preserving
[ 0.04030703380703926, 0.03596632555127144, 0.035666730254888535, 0.0359630286693573, 0.03591996431350708, 0.03533864766359329, 0.034853577613830566, 0.03539314493536949, 0.034782491624355316, 0.034764423966407776, 0.03375374153256416, 0.033234603703022, 0.03293798118829727, 0.03253084793686...
[ 4.59176778793335, -6.926332950592041 ]
[ -4.825186729431152, -0.7422516942024231, 4.375664710998535 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quintic_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quintic
{"scale": 2}
2
edge_preserving
[ 0.040803004056215286, 0.0363614521920681, 0.03605379909276962, 0.036343593150377274, 0.03628560155630112, 0.035782590508461, 0.035194139927625656, 0.035725269466638565, 0.035043708980083466, 0.035046786069869995, 0.03408023715019226, 0.033491797745227814, 0.03315421938896179, 0.03269717469...
[ 3.807835102081299, -6.454512596130371 ]
[ -4.399747848510742, 0.06238396465778351, 4.898529529571533 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quintic_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quintic
{"scale": 4}
4
edge_preserving
[ 0.04037029668688774, 0.036029450595378876, 0.03572799265384674, 0.03601837530732155, 0.035977475345134735, 0.03540865331888199, 0.03490651398897171, 0.035447731614112854, 0.03481728211045265, 0.034807391464710236, 0.03379703313112259, 0.03326753154397011, 0.03296376019716263, 0.03254602476...
[ 4.574730396270752, -6.912863254547119 ]
[ -4.819169044494629, -0.7193832397460938, 4.390928745269775 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___quintic_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
quintic
{"scale": 8}
8
edge_preserving
[ 0.04027342051267624, 0.03593726083636284, 0.03563373535871506, 0.035933490842580795, 0.035891931504011154, 0.03531501814723015, 0.034822504967451096, 0.035365212708711624, 0.03474987670779228, 0.03473501279950142, 0.033722884953022, 0.033205147832632065, 0.03291795402765274, 0.032504808157...
[ 4.632431983947754, -6.961385726928711 ]
[ -4.835687160491943, -0.8033062815666199, 4.330559730529785 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___regularized_lambda_reg0.001_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
regularized
{"scale": 2, "lambda_reg": 0.001}
2
edge_preserving
[ 0.040949009358882904, 0.036258865147829056, 0.03632740676403046, 0.03635774180293083, 0.03640614077448845, 0.035959310829639435, 0.03540433570742607, 0.03580040484666824, 0.03522220626473427, 0.035219889134168625, 0.034116461873054504, 0.033401764929294586, 0.03316668048501015, 0.032776340...
[ 3.3346920013427734, -6.180016040802002 ]
[ -3.9781577587127686, 0.5379105806350708, 5.1995368003845215 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___regularized_lambda_reg0.001_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
regularized
{"scale": 4, "lambda_reg": 0.001}
4
edge_preserving
[ 0.04048067703843117, 0.0361969880759716, 0.035973142832517624, 0.0361945703625679, 0.036129530519247055, 0.035582948476076126, 0.03500790148973465, 0.03552556782960892, 0.03491342067718506, 0.03496406599879265, 0.033913418650627136, 0.03340102732181549, 0.033045001327991486, 0.032579001039...
[ 4.052618026733398, -6.576196670532227 ]
[ -4.598627090454102, -0.13734641671180725, 4.785933017730713 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___regularized_lambda_reg0.01_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
regularized
{"scale": 2, "lambda_reg": 0.01}
2
edge_preserving
[ 0.04052207991480827, 0.03582519665360451, 0.035937778651714325, 0.035985153168439865, 0.03602016717195511, 0.035621047019958496, 0.03506889566779137, 0.03548285365104675, 0.03493481129407883, 0.03494628891348839, 0.03387075290083885, 0.03317909315228462, 0.03297632932662964, 0.032607372850...
[ 4.305084705352783, -6.7000041007995605 ]
[ -4.789188385009766, -0.4078560173511505, 4.61724853515625 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___regularized_lambda_reg0.01_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
regularized
{"scale": 4, "lambda_reg": 0.01}
4
edge_preserving
[ 0.040392715483903885, 0.03605983406305313, 0.035808414220809937, 0.036049313843250275, 0.03599295765161514, 0.03544487804174423, 0.034893881529569626, 0.03540560603141785, 0.034812040627002716, 0.034856878221035004, 0.03382902592420578, 0.033320102840662, 0.03296583145856857, 0.03252115100...
[ 4.401517391204834, -6.757077217102051 ]
[ -4.834339141845703, -0.521522581577301, 4.540458679199219 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___regularized_lambda_reg0.1_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
regularized
{"scale": 2, "lambda_reg": 0.1}
2
edge_preserving
[ 0.034019835293293, 0.032472025603055954, 0.03224632516503334, 0.03235284611582756, 0.031823623925447464, 0.03262963518500328, 0.03221270442008972, 0.032761815935373306, 0.0325404517352581, 0.03264318406581879, 0.03177338466048241, 0.031136108562350273, 0.031198495998978615, 0.0316362939774...
[ 2.0878851413726807, 3.116704225540161 ]
[ -4.247530460357666, 0.4420214593410492, 0.47408390045166016 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___regularized_lambda_reg0.1_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
regularized
{"scale": 4, "lambda_reg": 0.1}
4
edge_preserving
[ 0.03732796758413315, 0.03272789716720581, 0.03246172145009041, 0.03292626887559891, 0.03320968896150589, 0.0326816663146019, 0.03250132128596306, 0.03311656042933464, 0.03267895057797432, 0.032506223767995834, 0.03175794705748558, 0.031163249164819717, 0.031451862305402756, 0.0314111188054...
[ -1.848616123199463, -13.166804313659668 ]
[ -5.3441972732543945, -6.038361072540283, 4.325507640838623 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size16_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 2, "kernel_size": 16}
2
edge_preserving
[ 0.04072696343064308, 0.036332063376903534, 0.03599158674478531, 0.036230649799108505, 0.03623466193675995, 0.035827767103910446, 0.03519119322299957, 0.03570915013551712, 0.03500569984316826, 0.03506268188357353, 0.033971890807151794, 0.033361054956912994, 0.03315305709838867, 0.0327324829...
[ 3.954376697540283, -6.544674873352051 ]
[ -4.480260848999023, -0.04282006248831749, 4.8195929527282715 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size16_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 4, "kernel_size": 16}
4
edge_preserving
[ 0.04049377515912056, 0.0361669696867466, 0.03583215922117233, 0.03609821945428848, 0.03613389655947685, 0.03565347194671631, 0.03506113961338997, 0.0355793759226799, 0.034904200583696365, 0.034992765635252, 0.033788517117500305, 0.03330113738775253, 0.03316252678632736, 0.03278907015919685...
[ 3.955127716064453, -6.498311519622803 ]
[ -4.5498552322387695, -0.10107827931642532, 4.818134784698486 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size16_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 8, "kernel_size": 16}
8
edge_preserving
[ 0.041012171655893326, 0.03700343146920204, 0.036252111196517944, 0.03688059002161026, 0.036896102130413055, 0.03640599548816681, 0.0356549508869648, 0.03621402755379677, 0.03543853387236595, 0.03534084931015968, 0.03411642462015152, 0.033802330493927, 0.03354015201330185, 0.033075299113988...
[ 2.722296953201294, -5.698464393615723 ]
[ -3.165456771850586, 0.946466326713562, 5.660068035125732 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size4_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 2, "kernel_size": 4}
2
edge_preserving
[ 0.04160146042704582, 0.0373263843357563, 0.037005871534347534, 0.037327732890844345, 0.037220168858766556, 0.03682269901037216, 0.03609677776694298, 0.03658534213900566, 0.03581112623214722, 0.03580793738365173, 0.034563954919576645, 0.034013573080301285, 0.033668939024209976, 0.0332055650...
[ -3.3635547161102295, 1.8855229616165161 ]
[ -1.8907618522644043, 1.013946533203125, 6.227960109710693 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size4_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 4, "kernel_size": 4}
4
edge_preserving
[ 0.03982843458652496, 0.03612958639860153, 0.03603384271264076, 0.0364580936729908, 0.0364149771630764, 0.0360005684196949, 0.03514627367258072, 0.035498227924108505, 0.034894175827503204, 0.0347377248108387, 0.03399249166250229, 0.0338701456785202, 0.03335190564393997, 0.032851897180080414...
[ -5.1440606117248535, 10.83582878112793 ]
[ 4.47996711730957, -9.351815223693848, 2.4071857929229736 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size4_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 8, "kernel_size": 4}
8
edge_preserving
[ 0.03541669249534607, 0.03386485204100609, 0.03321189433336258, 0.03351220116019249, 0.033665549010038376, 0.03396556153893471, 0.03297622874379158, 0.03290315717458725, 0.032967206090688705, 0.033252011984586716, 0.032940372824668884, 0.033042825758457184, 0.03246142715215683, 0.0328450128...
[ 1.018876314163208, 2.3762316703796387 ]
[ 0.40952786803245544, -6.3922438621521, 1.8924415111541748 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size8_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 2, "kernel_size": 8}
2
edge_preserving
[ 0.04091554135084152, 0.036508627235889435, 0.03617296740412712, 0.03641267120838165, 0.03642391413450241, 0.03600628301501274, 0.03536449745297432, 0.03587556630373001, 0.03517216071486473, 0.035235099494457245, 0.03412368893623352, 0.033533092588186264, 0.0333031564950943, 0.0328998677432...
[ 2.960645914077759, -5.92515230178833 ]
[ -3.6118438243865967, 0.7011812329292297, 5.429113388061523 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size8_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 4, "kernel_size": 8}
4
edge_preserving
[ 0.04121056944131851, 0.037024594843387604, 0.03645005077123642, 0.037047237157821655, 0.03697437047958374, 0.03647558018565178, 0.035717979073524475, 0.036294061690568924, 0.03548417612910271, 0.035473234951496124, 0.03422539681196213, 0.033854275941848755, 0.03359222784638405, 0.033089019...
[ 2.6610190868377686, -5.626518249511719 ]
[ -2.9735910892486572, 1.0351251363754272, 5.748544216156006 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_blackman_kernel_size8_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_blackman
{"scale": 8, "kernel_size": 8}
8
edge_preserving
[ 0.03985867649316788, 0.036083679646253586, 0.035460442304611206, 0.036165427416563034, 0.036413613706827164, 0.03596379980444908, 0.035129617899656296, 0.03528144210577011, 0.03488311916589737, 0.034558843821287155, 0.03390742838382721, 0.03370793163776398, 0.033370014280080795, 0.03293474...
[ -5.146803855895996, 10.837517738342285 ]
[ 4.4834771156311035, -9.35954761505127, 2.4127912521362305 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size16_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 2, "kernel_size": 16}
2
edge_preserving
[ 0.040676672011613846, 0.03628729656338692, 0.03595555201172829, 0.036200959235429764, 0.036212172359228134, 0.0358167439699173, 0.035177357494831085, 0.035693030804395676, 0.03498433157801628, 0.03503718972206116, 0.033946454524993896, 0.03333400934934616, 0.03312893584370613, 0.0327143333...
[ 4.028840065002441, -6.584274768829346 ]
[ -4.53438663482666, -0.15530171990394592, 4.732398509979248 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size16_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 4, "kernel_size": 16}
4
edge_preserving
[ 0.04033226892352104, 0.03600866720080376, 0.035683710128068924, 0.035948917269706726, 0.035993363708257675, 0.03551835939288139, 0.034940510988235474, 0.03545783460140228, 0.03479636088013649, 0.034889575093984604, 0.03370251506567001, 0.03320729732513428, 0.03306644782423973, 0.0326889343...
[ 4.484479904174805, -6.844199180603027 ]
[ -4.791354656219482, -0.6528229713439941, 4.453977108001709 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size16_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 8, "kernel_size": 16}
8
edge_preserving
[ 0.04067268595099449, 0.03660765290260315, 0.036104489117860794, 0.03651314601302147, 0.03654216229915619, 0.0360930934548378, 0.03540089726448059, 0.03595874831080437, 0.03523463383316994, 0.03526219353079796, 0.034033577889204025, 0.033596452325582504, 0.03343885391950607, 0.0330180898308...
[ 2.8543782234191895, -5.83245325088501 ]
[ -3.440185785293579, 0.8038458824157715, 5.520914077758789 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size4_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 2, "kernel_size": 4}
2
edge_preserving
[ 0.04135005176067352, 0.03702263906598091, 0.03669565171003342, 0.03695358708500862, 0.03694072738289833, 0.03654200956225395, 0.035840973258018494, 0.036318134516477585, 0.03559453785419464, 0.03565015643835068, 0.03446400165557861, 0.03389822691679001, 0.03360158950090408, 0.0331533402204...
[ -3.268037796020508, 1.6814125776290894 ]
[ -2.293217658996582, 1.0220799446105957, 6.074369430541992 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size4_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 4, "kernel_size": 4}
4
edge_preserving
[ 0.04077305272221565, 0.03676662966609001, 0.03644832968711853, 0.03700712323188782, 0.03689136728644371, 0.03637256845831871, 0.03560590371489525, 0.036024145781993866, 0.03535641357302666, 0.03514529764652252, 0.03409554436802864, 0.03395787626504898, 0.033475276082754135, 0.0329522490501...
[ 2.7489686012268066, -5.730602264404297 ]
[ -3.275590181350708, 0.9038199782371521, 5.603945732116699 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size4_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 8, "kernel_size": 4}
8
edge_preserving
[ 0.03722504526376724, 0.03468137979507446, 0.03392865136265755, 0.034577492624521255, 0.03475278243422508, 0.03475068509578705, 0.033815134316682816, 0.03374336659908295, 0.033709973096847534, 0.03375980257987976, 0.0334605947136879, 0.033367305994033813, 0.0329039990901947, 0.0330263972282...
[ 7.29751443862915, -7.650275230407715 ]
[ 7.168664932250977, -6.281786918640137, 2.739372491836548 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size8_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 2, "kernel_size": 8}
2
edge_preserving
[ 0.04075230658054352, 0.03635650500655174, 0.036021120846271515, 0.03626500815153122, 0.03627905249595642, 0.03586360439658165, 0.03523995727300644, 0.03575980290770531, 0.03506123274564743, 0.03512246161699295, 0.034028127789497375, 0.03342597931623459, 0.03320741280913353, 0.0327967889606...
[ 3.6305079460144043, -6.357396602630615 ]
[ -4.241743087768555, 0.22778238356113434, 5.027041435241699 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size8_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 4, "kernel_size": 8}
4
edge_preserving
[ 0.0407317616045475, 0.03668118640780449, 0.03626598045229912, 0.036625493317842484, 0.03663596510887146, 0.03615843504667282, 0.035494815558195114, 0.03604095056653023, 0.03528404235839844, 0.03537243232131004, 0.03410893678665161, 0.033679597079753876, 0.03348048776388168, 0.0330605879426...
[ 2.777146577835083, -5.759679794311523 ]
[ -3.3064558506011963, 0.8771232962608337, 5.589553356170654 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa100___sinc_hamming_kernel_size8_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 100, "gamma": 0.05}
sinc_hamming
{"scale": 8, "kernel_size": 8}
8
edge_preserving
[ 0.04071587696671486, 0.03677194565534592, 0.03585217520594597, 0.036803558468818665, 0.036885522305965424, 0.036399248987436295, 0.03561899811029434, 0.03593749925494194, 0.035281531512737274, 0.03503794968128204, 0.034013453871011734, 0.03383224830031395, 0.03348774090409279, 0.0329610444...
[ 2.7696738243103027, -5.753561973571777 ]
[ -3.3480730056762695, 0.8609399795532227, 5.571132183074951 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___area_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
area
{"scale": 2}
2
edge_preserving
[ 0.04094114527106285, 0.03603459149599075, 0.03675619885325432, 0.03638632595539093, 0.03668805584311485, 0.03582269325852394, 0.03544960170984268, 0.03585164248943329, 0.03530549630522728, 0.03521666303277016, 0.03418134152889252, 0.03350682556629181, 0.03317287191748619, 0.032695483416318...
[ 3.3981003761291504, -6.205894470214844 ]
[ -4.004975318908691, 0.6618185639381409, 5.154773712158203 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___area_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
area
{"scale": 4}
4
edge_preserving
[ 0.04012971743941307, 0.035626113414764404, 0.036423686891794205, 0.03591251000761986, 0.036370743066072464, 0.035475052893161774, 0.035115934908390045, 0.035525232553482056, 0.03502586483955383, 0.035023994743824005, 0.033933915197849274, 0.03339173644781113, 0.033023543655872345, 0.032316...
[ 4.314443111419678, -6.719970703125 ]
[ -4.796748161315918, -0.4003080427646637, 4.598248481750488 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___area_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
area
{"scale": 8}
8
edge_preserving
[ 0.0402287021279335, 0.035070281475782394, 0.036092858761548996, 0.03579261898994446, 0.03613164648413658, 0.03531966358423233, 0.03490885719656944, 0.0353083610534668, 0.03489184007048607, 0.03492775931954384, 0.0336616076529026, 0.03322424367070198, 0.032847125083208084, 0.032243996858596...
[ 4.4861273765563965, -6.840274333953857 ]
[ -4.8351593017578125, -0.6214579939842224, 4.446684837341309 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bicubic_16x_scale16.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bicubic_16x
{"scale": 16}
16
edge_preserving
[ 0.04048176854848862, 0.036037761718034744, 0.035646628588438034, 0.03596220910549164, 0.03590472787618637, 0.03528626263141632, 0.03483866900205612, 0.03536859527230263, 0.03474850952625275, 0.034800272434949875, 0.03377458080649376, 0.033237237483263016, 0.03298129513859749, 0.03255486488...
[ 4.467892169952393, -6.81578254699707 ]
[ -4.858706474304199, -0.6008647084236145, 4.481262683868408 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bicubic_3x_scale3.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bicubic_3x
{"scale": 3}
3
edge_preserving
[ 0.04071899130940437, 0.03624103590846062, 0.03585372865200043, 0.036144278943538666, 0.03609713539481163, 0.03549588471651077, 0.03503415733575821, 0.03553635999560356, 0.03489738702774048, 0.03495689481496811, 0.03392777219414711, 0.0333804152905941, 0.03308774158358574, 0.032660175114870...
[ 3.98055362701416, -6.529417514801025 ]
[ -4.561516761779785, -0.09271147102117538, 4.815232276916504 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bicubic_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bicubic
{"scale": 2}
2
edge_preserving
[ 0.04104074090719223, 0.03651557117700577, 0.03611643984913826, 0.03639880195260048, 0.03633773699402809, 0.03578796610236168, 0.03524857386946678, 0.035770438611507416, 0.03507724031805992, 0.03513674810528755, 0.03415023162961006, 0.033561620861291885, 0.03324321657419205, 0.0327889323234...
[ 3.1715338230133057, -6.077524185180664 ]
[ -3.835667610168457, 0.5974891781806946, 5.298741817474365 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bicubic_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bicubic
{"scale": 4}
4
edge_preserving
[ 0.0405999980866909, 0.036160122603178024, 0.035766761749982834, 0.036065127700567245, 0.03601064160466194, 0.03541069105267525, 0.03494982048869133, 0.03547573462128639, 0.034827589988708496, 0.03489372134208679, 0.033869668841362, 0.033319562673568726, 0.03304638713598251, 0.0326161384582...
[ 4.272386074066162, -6.677786350250244 ]
[ -4.7608771324157715, -0.3659030795097351, 4.646925449371338 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bicubic_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bicubic
{"scale": 8}
8
edge_preserving
[ 0.04050539433956146, 0.03606313839554787, 0.03567279875278473, 0.03598257154226303, 0.03592513129115105, 0.035312242805957794, 0.03486226871609688, 0.035391513258218765, 0.03476274758577347, 0.034821223467588425, 0.033798448741436005, 0.033256132155656815, 0.03299637511372566, 0.0325713939...
[ 4.461573600769043, -6.80352258682251 ]
[ -4.86177396774292, -0.581967294216156, 4.498883247375488 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bilinear_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bilinear
{"scale": 2}
2
edge_preserving
[ 0.04308325797319412, 0.03823942691087723, 0.03791150823235512, 0.038088079541921616, 0.037985287606716156, 0.037373706698417664, 0.03681642562150955, 0.03721395507454872, 0.0364377386868, 0.03638852760195732, 0.03524411469697952, 0.0344807505607605, 0.03405060991644859, 0.03347408398985863...
[ -2.9842042922973633, 3.0327346324920654 ]
[ -0.8306003212928772, 1.1354379653930664, 5.64693021774292 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bilinear_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bilinear
{"scale": 4}
4
edge_preserving
[ 0.04239560291171074, 0.03756466880440712, 0.03744618967175484, 0.03755293786525726, 0.037417277693748474, 0.03682127594947815, 0.036364831030368805, 0.036728765815496445, 0.03610716760158539, 0.03595755621790886, 0.0348331481218338, 0.03415006026625633, 0.03372751176357269, 0.0331783369183...
[ -3.376380681991577, 2.162738800048828 ]
[ -1.568609595298767, 1.0082063674926758, 6.195657730102539 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bilinear_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bilinear
{"scale": 8}
8
edge_preserving
[ 0.04224959388375282, 0.037388768047094345, 0.03737102076411247, 0.03745623677968979, 0.03734708949923515, 0.03670629858970642, 0.03624626249074936, 0.03661959245800972, 0.03600877523422241, 0.03583807870745659, 0.034748706966638565, 0.03407088294625282, 0.0336473248898983, 0.03308662772178...
[ -3.377607583999634, 2.099623441696167 ]
[ -1.6575615406036377, 1.025903344154358, 6.2367706298828125 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bspline_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bspline
{"scale": 2}
2
edge_preserving
[ 0.04111147299408913, 0.03655189275741577, 0.03620537370443344, 0.03646072372794151, 0.036367520689964294, 0.035853445529937744, 0.03531023859977722, 0.0358082540333271, 0.03510119765996933, 0.03519026190042496, 0.034213144332170486, 0.033596545457839966, 0.03326469659805298, 0.032840292900...
[ 3.1290552616119385, -6.041833877563477 ]
[ -3.8217124938964844, 0.6242838501930237, 5.2920942306518555 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bspline_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bspline
{"scale": 4}
4
edge_preserving
[ 0.040687303990125656, 0.03619754686951637, 0.03587459772825241, 0.03612098842859268, 0.036062419414520264, 0.03549530357122421, 0.035024408251047134, 0.03552640601992607, 0.0349234938621521, 0.034951694309711456, 0.03392805531620979, 0.033378418534994125, 0.03305608406662941, 0.03265329822...
[ 3.9560816287994385, -6.5092597007751465 ]
[ -4.57323694229126, -0.08627597987651825, 4.805410861968994 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___bspline_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
bspline
{"scale": 8}
8
edge_preserving
[ 0.04057638347148895, 0.03609698638319969, 0.03578390181064606, 0.03602750971913338, 0.035973697900772095, 0.03540261834859848, 0.0349348820745945, 0.03544432297348976, 0.03485751897096634, 0.03488106280565262, 0.033855557441711426, 0.03331970423460007, 0.03300425410270691, 0.03260396048426...
[ 4.266958236694336, -6.66340446472168 ]
[ -4.783716201782227, -0.37296047806739807, 4.644712448120117 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___cubic_catmull_rom_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
cubic_catmull_rom
{"scale": 2}
2
edge_preserving
[ 0.04104074090719223, 0.03651557117700577, 0.03611643984913826, 0.03639880195260048, 0.03633773699402809, 0.03578796610236168, 0.03524857386946678, 0.035770438611507416, 0.03507724031805992, 0.03513674810528755, 0.03415023162961006, 0.033561620861291885, 0.03324321657419205, 0.0327889323234...
[ 3.1392593383789062, -6.058596134185791 ]
[ -3.840317964553833, 0.5936269164085388, 5.296286582946777 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___cubic_catmull_rom_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
cubic_catmull_rom
{"scale": 4}
4
edge_preserving
[ 0.0405999980866909, 0.036160122603178024, 0.035766761749982834, 0.036065127700567245, 0.03601064160466194, 0.03541069105267525, 0.03494982048869133, 0.03547573462128639, 0.034827589988708496, 0.03489372134208679, 0.033869668841362, 0.033319562673568726, 0.03304638713598251, 0.0326161384582...
[ 4.2752838134765625, -6.679782390594482 ]
[ -4.762633323669434, -0.35205456614494324, 4.657781600952148 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___cubic_catmull_rom_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
cubic_catmull_rom
{"scale": 8}
8
edge_preserving
[ 0.04050539433956146, 0.03606313839554787, 0.03567279875278473, 0.03598257154226303, 0.03592513129115105, 0.035312242805957794, 0.03486226871609688, 0.035391513258218765, 0.03476274758577347, 0.034821223467588425, 0.033798448741436005, 0.033256132155656815, 0.03299637511372566, 0.0325713939...
[ 4.46240234375, -6.80356502532959 ]
[ -4.8629279136657715, -0.5835692882537842, 4.498269557952881 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___cubic_mitchell_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
cubic_mitchell
{"scale": 2}
2
edge_preserving
[ 0.042376838624477386, 0.037783149629831314, 0.03733592852950096, 0.03756200149655342, 0.03753601387143135, 0.037049319595098495, 0.0363890677690506, 0.03685375303030014, 0.036065153777599335, 0.03612152114510536, 0.0348711758852005, 0.03422931209206581, 0.03390686959028244, 0.0334335267543...
[ -3.3706533908843994, 2.5026416778564453 ]
[ -1.3467439413070679, 0.9967931509017944, 6.13542366027832 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___cubic_mitchell_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
cubic_mitchell
{"scale": 4}
4
edge_preserving
[ 0.04192481189966202, 0.03745793551206589, 0.03696584701538086, 0.03726128861308098, 0.037240371108055115, 0.03672044351696968, 0.036080408841371536, 0.036582887172698975, 0.03576594218611717, 0.035869598388671875, 0.03455834835767746, 0.03403078392148018, 0.03379804268479347, 0.03332317247...
[ -3.392503499984741, 1.9309465885162354 ]
[ -1.8633838891983032, 0.9770821928977966, 6.286676406860352 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___cubic_mitchell_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
cubic_mitchell
{"scale": 8}
8
edge_preserving
[ 0.04182439297437668, 0.03737170994281769, 0.03683776408433914, 0.03716475889086723, 0.0371464341878891, 0.036629099398851395, 0.03599504008889198, 0.03650153428316116, 0.03569987788796425, 0.0357673205435276, 0.03447674959897995, 0.033953770995140076, 0.03378809243440628, 0.033277627080678...
[ -3.3347198963165283, 1.8557628393173218 ]
[ -1.9164364337921143, 1.0020641088485718, 6.2416090965271 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___edge_directed_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
edge_directed
{"scale": 2}
2
edge_preserving
[ 0.04104890674352646, 0.03651416674256325, 0.03610709682106972, 0.03639032319188118, 0.03632813319563866, 0.03578881174325943, 0.035245757550001144, 0.03576933220028877, 0.03507343307137489, 0.03513212129473686, 0.034147556871175766, 0.033553652465343475, 0.033241912722587585, 0.03278454765...
[ 3.2322771549224854, -6.121728420257568 ]
[ -3.8984172344207764, 0.5389402508735657, 5.262850284576416 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___edge_directed_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
edge_directed
{"scale": 4}
4
edge_preserving
[ 0.04062622785568237, 0.03616272285580635, 0.035757847130298615, 0.03605494648218155, 0.03601080924272537, 0.03541158139705658, 0.03495064377784729, 0.03547380492091179, 0.034828558564186096, 0.03489111736416817, 0.033864766359329224, 0.03331039845943451, 0.0330440029501915, 0.0326169431209...
[ 4.246482849121094, -6.651391983032227 ]
[ -4.769474506378174, -0.3732527196407318, 4.641617298126221 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___fft_zeropad_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
fft_zeropad
{"scale": 2}
2
edge_preserving
[ 0.040681835263967514, 0.03621787205338478, 0.03581904247403145, 0.03600963577628136, 0.03602461516857147, 0.035611532628536224, 0.03501005843281746, 0.035519056022167206, 0.034826770424842834, 0.03488297387957573, 0.033803392201662064, 0.03321949765086174, 0.033003125339746475, 0.032587617...
[ 4.519300937652588, -6.884929180145264 ]
[ -4.78575325012207, -0.6764153242111206, 4.414828300476074 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___fft_zeropad_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
fft_zeropad
{"scale": 4}
4
edge_preserving
[ 0.04024277627468109, 0.03587115928530693, 0.03546910732984543, 0.035697415471076965, 0.03573020547628403, 0.03524896502494812, 0.03469794988632202, 0.03520257771015167, 0.03449204936623573, 0.03463122993707657, 0.033467847853899, 0.0329551137983799, 0.03283270075917244, 0.03246060386300087...
[ 5.015092372894287, -7.144536972045898 ]
[ -4.366049289703369, -2.735846519470215, 3.697118043899536 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___fft_zeropad_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
fft_zeropad
{"scale": 8}
8
edge_preserving
[ 0.04017746075987816, 0.03578348830342293, 0.035363372415304184, 0.035606082528829575, 0.0356520377099514, 0.035166990011930466, 0.03461608290672302, 0.03511043265461922, 0.034422121942043304, 0.03456158936023712, 0.03339055925607681, 0.032912176102399826, 0.032806821167469025, 0.0324187576...
[ 5.06041145324707, -7.162299633026123 ]
[ -4.353126525878906, -2.777137279510498, 3.6831436157226562 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___lanczos_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
lanczos
{"scale": 2}
2
edge_preserving
[ 0.040876604616642, 0.036381796002388, 0.03598012775182724, 0.03624789044260979, 0.03620869666337967, 0.03567884489893913, 0.03512665256857872, 0.03567185625433922, 0.03492065146565437, 0.034988388419151306, 0.033956315368413925, 0.03334847837686539, 0.0330888070166111, 0.032641712576150894...
[ 3.878596782684326, -6.4914774894714355 ]
[ -4.456079006195068, -0.003461607964709401, 4.855218887329102 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___lanczos_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
lanczos
{"scale": 4}
4
edge_preserving
[ 0.04044806957244873, 0.03603145107626915, 0.0356254018843174, 0.03591185435652733, 0.03586583584547043, 0.035333577543497086, 0.03482971712946892, 0.03537054732441902, 0.034644123166799545, 0.03475930169224739, 0.0336281880736351, 0.03311830386519432, 0.03292171657085419, 0.032501012086868...
[ 4.6403584480285645, -6.969682693481445 ]
[ -4.831196308135986, -0.796276330947876, 4.3404974937438965 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___lanczos_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
lanczos
{"scale": 8}
8
edge_preserving
[ 0.04035288468003273, 0.03593834489583969, 0.035533662885427475, 0.0358247272670269, 0.035777587443590164, 0.035246603190898895, 0.0347411222755909, 0.03527538850903511, 0.034566041082143784, 0.03468924015760422, 0.03354751691222191, 0.03307536989450455, 0.032882191240787506, 0.032449185848...
[ 4.710292816162109, -7.020945072174072 ]
[ -4.837964057922363, -0.8642921447753906, 4.293179035186768 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___linear_exact_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
linear_exact
{"scale": 2}
2
edge_preserving
[ 0.04314395412802696, 0.038343727588653564, 0.03802836313843727, 0.038195934146642685, 0.03808288648724556, 0.037487369030714035, 0.036886654794216156, 0.03733782842755318, 0.036499474197626114, 0.0365099161863327, 0.035299401730298996, 0.03453144058585167, 0.03410595655441284, 0.0335639268...
[ -2.935925245285034, 3.055887460708618 ]
[ -0.8051092028617859, 1.125056266784668, 5.634071350097656 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___linear_exact_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
linear_exact
{"scale": 4}
4
edge_preserving
[ 0.04229027032852173, 0.037619516253471375, 0.03752414509654045, 0.03758269175887108, 0.037584107369184494, 0.036889396607875824, 0.03634173795580864, 0.03677459433674812, 0.03605322912335396, 0.03610073775053024, 0.03480536863207817, 0.03417492285370827, 0.03372962400317192, 0.033240221440...
[ -3.372544765472412, 2.2498817443847656 ]
[ -1.5425529479980469, 1.0186877250671387, 6.210669994354248 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___linear_exact_scale8.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
linear_exact
{"scale": 8}
8
edge_preserving
[ 0.04210915416479111, 0.03741062432527542, 0.037400227040052414, 0.03742978721857071, 0.03750564157962799, 0.036753468215465546, 0.03617853298783302, 0.03660313040018082, 0.0359133742749691, 0.035984788089990616, 0.03465979918837547, 0.03410324826836586, 0.03361839801073074, 0.0331271216273...
[ -3.381126880645752, 2.10850191116333 ]
[ -1.652653694152832, 1.025566816329956, 6.234115123748779 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___nearest_scale2.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
nearest
{"scale": 2}
2
edge_preserving
[ 0.04094114527106285, 0.03603459149599075, 0.03675619885325432, 0.03638632595539093, 0.03668805584311485, 0.03582269325852394, 0.03544960170984268, 0.03585164248943329, 0.03530549630522728, 0.03521666303277016, 0.034181345254182816, 0.03350682556629181, 0.03317287191748619, 0.03269548341631...
[ 3.43268084526062, -6.229681015014648 ]
[ -4.006128787994385, 0.6608526110649109, 5.154544830322266 ]
anisotropic_diffusion_gamma0.05_iterations10_kappa10___nearest_scale4.npy
anisotropic_diffusion
{"iterations": 10, "kappa": 10, "gamma": 0.05}
nearest
{"scale": 4}
4
edge_preserving
[ 0.04052403196692467, 0.036020226776599884, 0.036550868302583694, 0.03590701147913933, 0.03616821765899658, 0.035509414970874786, 0.03522258624434471, 0.03549811989068985, 0.03524691238999367, 0.03492862731218338, 0.03381722420454025, 0.03335651755332947, 0.03293284401297569, 0.032284118235...
[ 4.33034610748291, -6.736067771911621 ]
[ -4.805079460144043, -0.392401784658432, 4.594437122344971 ]
End of preview. Expand in Data Studio

RESIDUALS — LiDAR DEM residual fingerprints

39,716 residual images extracted by applying 593 distinct decomposition configurations × 25 upsampling methods to a single Fairfield County, Ohio LiDAR-derived Digital Elevation Model (1500×375 at 3.33 ft/px). Each row pairs a 256×256 PNG of the residual (rendered with the standard RdBu_r colormap, 99th-percentile symmetric clipping) with the algorithm and parameters that produced it, plus a 40-dim signature vector and pre-computed 2D/3D UMAP coordinates.

The companion source-code project is RESIDUALS; the rendered atlas / sweep videos / Blender flythrough that visualize this dataset are produced by the residuals-visuals project.

Why this dataset is interesting

  • Algorithm classification benchmark: predict which decomposition algorithm produced a residual (24 family classes, or 593 fine-grained classes). A non-trivial visual task — many algorithm families produce visually similar outputs at certain parameter settings.
  • Algorithm fingerprinting / signal-processing forensics: the included 40-dim signatures (radial-FFT power spectrum + statistical moments) cluster algorithm families clearly in UMAP space — useful as a reference for inverse-problem and provenance work.
  • Same scene, all algorithms: every residual is a different mathematical lens on the same underlying terrain, making this an unusually clean substrate for studying what each algorithm preserves vs. destroys.
  • Reproducible: source DEM hashes + RESIDUALS source code = full regeneration of the original 4.28 TB float64 outputs.

Schema

Column Type Description
filename string Original .npy filename in the source RESIDUALS exhaustive run
decomp_family string e.g. gaussian, wavelet_biorthogonal, morphological_rect, anisotropic_diffusion
decomp_params string (JSON) e.g. {"sigma": 10} or {"wavelet": "bior3.5", "level": 3}
upsamp_method string e.g. bicubic, lanczos, fft_zeropad, sinc_hamming
upsamp_params string (JSON) e.g. {"scale": 2, "kernel_size": 8}
scale int32 Upsampling factor: 2, 3, 4, 8, or 16
category string Meta-category: classical, edge_preserving, wavelet, morphological, trend_removal, multiscale
signature list[40] 32-bin radial-FFT log-power spectrum + 8 statistical moments (mean, std, skew, kurtosis, p50|abs|, p99|abs|, edge density, lag-1 autocorrelation)
umap_2d list[2] 2D UMAP embedding of the signature
umap_3d list[3] 3D UMAP embedding of the signature
image binary (PNG) 256×256 PNG of the residual, RdBu_r colormap, 99th-pctile symmetric clip

Source data

  • DEM: 1500×375 array, 3.33 ft/px resolution, derived from LiDAR tiles BS000600.las through BS000603.las covering ~1 mi² in Fairfield County, Ohio. Z range: 808.5–1034.4 ft. CRS: Ohio State Plane South (EPSG:3735).
  • Residual crop: 640×640 region at scale=2 coordinates (row=1600, col=400), normalized to 256×256. Region was selected for high feature density (sweeping diagonal stream channel, branching drainage, V-shaped linear feature, distinct ridge/embankment patterns).
  • 15 of the original 39,731 files are excluded due to division-by-zero edge cases in signature computation (all bicubic_16x_scale=16 outputs).

Splits

Single train split with 39,716 rows. The dataset is small enough that downstream users typically define their own splits (e.g. by decomp_family for held-out generalization, or random for IID evaluation).

Quick start

from datasets import load_dataset

ds = load_dataset("bshepp/residuals-fingerprints")
print(ds)
print(ds["train"][0]["decomp_family"], ds["train"][0]["decomp_params"])
ds["train"][0]["image"]  # PIL.Image.Image, 256x256

Citation

The canonical citation is the Zenodo archive (which contains the full data + visualizations + code snapshot):

@dataset{sheppard_residuals_2026,
  author    = {Sheppard, Brian},
  title     = {RESIDUALS: 39,731-residual exhaustive parameter sweep of
               decomposition × upsampling methods on a Fairfield County,
               Ohio LiDAR DEM},
  year      = 2026,
  publisher = {Zenodo},
  doi       = {10.5281/zenodo.19903273},
  url       = {https://doi.org/10.5281/zenodo.19903273}
}

Or this Hugging Face dataset (rendered subset for ML use):

@dataset{sheppard_residuals_fingerprints_2026,
  author    = {Sheppard, Brian},
  title     = {RESIDUALS — LiDAR DEM residual fingerprints (39,716 rows)},
  year      = 2026,
  publisher = {Hugging Face},
  url       = {https://huggingface.co/datasets/bshepp/residuals-fingerprints}
}

Project page: https://residuals.briansheppard.com · Source code: https://github.com/bshepp/residuals-visuals · Source pipeline: https://github.com/bshepp/RESIDUALS

License

Apache 2.0 — same as the source RESIDUALS project.

Limitations and ethics

  • Single scene: all 39,716 samples come from the same DEM. Models trained here may not generalize to other terrains. Treat as a fingerprinting benchmark, not a generic remote-sensing pretraining set.
  • Class imbalance: family counts range from 201 (polynomial) to 5,346 (wavelet). Use stratified splits or balanced sampling if classification accuracy matters.
  • Known artifact: the leftmost ~30 columns of the source DEM exhibit upsampling-boundary effects. The crop window dodges this entirely.
  • No PII / sensitive content: terrain residuals only. The source LiDAR is publicly-available Ohio state data.
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