Fegyveres adatbázis

Az adatbázis letölthető itt.

Eredmény

A futás kimenete megtekinthető itt.
A futáskor létrejött matlab mátrixok letölthetők itt.
A futás eredménye:

A táblázatban az x. oszlop az x/7+1. sor x%7+1. ábrájára vonatkozik a fenti képen:
'olló''olló''olló''olló''olló''olló''olló''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''szív''szív''gránát''szív''szív''szív''szív''gumibot''gránát''gumibot''gumibot''gránát''gránát''gumibot''gumibot''gumibot''gumibot''gumibot''gumibot''gumibot''gumibot''gránát''gránát''gránát''pisztoly''gránát''gránát''gránát'
0,1278475094480940,2155516140119970,1073084423973020,4471963588632210,4252235586670660,4333172937623620,3765621707476860,4281838305092860,3516482251069100,1537045508732250,4246292907187470,08056279541656910,09821663981980270,2021079533243580,9990626687443300,9993710958086640,9960537420669670,9984491336405180,9970445281587140,9996101204291220,9992336942265300,2870291275815530,1243787654744360,1194897527312500,2155860459472550,1671683364027990,2829531434097360,1239363666140330,8998839699193710,7447223185451930,8520681984451570,5511152076875970,7640941684576830,8169770354042020,8223780035067140,2498293778355460,9992095981030400,9994456031486830,2093027675946330,9962450843024110,9972509520479180,999461525500603
'pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''olló''olló''olló''olló''olló''olló''olló''gránát''gránát''szív''gránát''gránát''gránát''gránát''gránát''szív''gránát''gránát''szív''szív''gránát''gránát''gránát''gránát''gránát''gránát''gránát''gránát''szív''szív''szív''olló''szív''szív''szív'
0,1150005969842300,1250300127496730,04677200279904920,1104572066348330,1397654025100960,09716188485079440,08643805905984450,07041175954637030,1090523294639040,1473650934348260,07129619384494890,03046922086561030,08038447887206870,08070360745335940,9878581065225630,9887346968049450,9918330751185640,9872772635675520,9864593333165540,9884604528479650,9895303330817000,2717013225528460,1234495295788670,1186269854586280,2035247326992350,1660341806984510,2809747831856300,1158567640789720,6641345824769190,5981798803524590,7113222751388850,4421118656386820,5812941584306230,6636024503596400,6381264884869470,2470302763507900,9893269599337610,9892222431641380,08675837212003290,9863110505506070,9861208917260300,988275072409909
'gránát''gránát''gránát''gránát''gránát''gumibot''gumibot''gránát''gránát''gránát''gránát''gránát''gránát''gránát''gumibot''gumibot''gumibot''gumibot''gumibot''gumibot''gumibot''szív''gumibot''szív''szív''gumibot''gumibot''szív''szív''szív''szív''szív''szív''szív''szív''gumibot''gumibot''gumibot''gránát''gumibot''gumibot''gumibot'
0,006135752508269020,01606657951503780,001657742905475190,01186124475487540,01978597511236330,01116702482474240,01099802266960980,01765711794214690,02335635527430220,01087375865358770,01742176409060310,02010242030082710,05567583025929870,01071116460909080,7019844376929050,7022007140664380,7057140990571940,7015697522950220,7010391986335870,7020869345370700,7024250165826250,2697165116370370,1129726930201860,1178357251397850,2022448405169180,1658372077604360,2713254014803910,1150163957133160,6605376620856830,5957843485554540,7077502406815020,4400019661321810,5786642219162390,6604746640587730,6351123825114580,1767312248383780,7063196417400920,7063881391941340,07679115789296680,7075789242726850,7077669196051440,706788550127778
'szív''szív''szív''szív''szív''gránát''gránát''szív''szív''szív''szív''szív''szív''szív''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''pisztoly''szív''pisztoly''pisztoly''pisztoly'
0,006116203526389920,01595149255836250,001646068575705420,01176472972102980,01963506374512560,01043246942318840,009337295684695750,01749323589126920,02312584651081450,01076698938177760,01726464822551690,01991952227412130,05529481401677790,01060948632009140,01596233117388840,01596988761528470,01608669222004740,01594891563553590,01593080255206310,01596566440932380,01597701047024490,04244146685878800,1070928112076320,1017782119473770,05657487047164360,07325197926649490,01981256698004130,09849286952867340,01161754899993270,01041982879711670,01245268761834070,007688675371803790,01012994544283910,01159357183903080,01113961532584580,06451539780604700,01610856191744600,01611150932430420,07614730906700250,01615356552438490,01615692867046610,0161240641141632
'gumibot''gumibot''gumibot''gumibot''gumibot''szív''szív''gumibot''gumibot''gumibot''gumibot''gumibot''gumibot''gumibot''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''olló''gumibot''olló''olló''olló'
0,004950152328028670,01580003902449010,001645120666656570,009817214545002630,01798436006629580,01036320430718460,009291463048967190,01351368828231100,01702985009925570,007960094641365200,01365073299884380,01563240496252720,05521228545282960,008043590591790360,01119711942163680,01120156556897990,01126890198810410,01118933274876100,01118030227024240,01119980898521770,01120675471256210,03452862737831480,02759787597357260,02715389695599980,04602542258844290,02157847928393620,004044099305059540,02613849444800170,009591118039151280,008516113824533240,01030808674465870,006250296605494960,008283928556214270,009545152173257610,009150912245950100,04517601274224900,01128244165339890,01128305815040650,05431474638571430,01130485346919700,01131086214969060,0112918081495321

Teljesítménymérés

Profile SummaryProfile Summary
Generated 09-Dec-2008 00:07:48 using cpu time.
Function NameCallsTotal TimeSelf Time*Total Time Plot
(dark band = self time)
find_available139481452.065 s452.065 s
graph_system_exists277285269.210 s269.210 s
graph.nv258588275.043 s75.043 s
graph.graph139481668.242 s41.642 s
graph.iso234539540.277 s40.197 s
graph.ne97986534.669 s34.669 s
@graph\private\find_row111862348.660 s27.634 s
graph.add11102544.823 s27.225 s
graph.size97860089.018 s26.952 s
graph.dist>onetoall10033228.717 s23.536 s
graph.deg54949322.004 s22.004 s
graph.isconnected11093124.735 s21.604 s
@graph\private\vector_compare111862321.026 s21.026 s
permutation.permutation30487417.834 s17.834 s
graph.iso>iso_pretest24088372.613 s17.399 s
setdiff11986139.916 s16.970 s
graph.neighbors36999427.413 s16.958 s
graph.iso>refine_types48916103.636 s16.415 s
make_gcell47803.431 s15.822 s
graph.eq24841761.097 s15.441 s
unique18178720.875 s15.198 s
graph.delete11969371.967 s14.600 s
graph.free137804163.425 s12.359 s
ismember12003512.849 s12.069 s
sortrows15091214.590 s11.304 s
graph.trim11097886.682 s10.519 s
graph.full13948110.445 s10.445 s
trimiso_gcell47484.467 s6.983 s
subset_by_size_next11097812.880 s6.783 s
graph.hasxy13357110.838 s6.728 s
ksub_next1109786.096 s6.096 s
graph.is_labeled1335715.025 s5.025 s
graph.iso>matrix2types6209470.528 s4.857 s
spconvert1110254.476 s4.476 s
graph.matrix1760144.325 s4.325 s
graph.issparse1110253.488 s3.488 s
graph.iso>iso_match13878199.809 s3.445 s
graph.dist11351036.115 s2.916 s
invmom>m_pq25382.456 s2.456 s
sortrows>sort_back_to_front331022.434 s2.434 s
graph.isfull1110255.781 s2.293 s
conv_skel2graph472.354 s2.089 s
graph.renumber138786.477 s1.661 s
graph.make_logical423341.570 s1.570 s
permutation.mtimes138782.760 s1.557 s
Process11369.038 s1.233 s
graph.dist>alltoall13178167.094 s1.141 s
graph.iso>ultra_refine_types2775676.266 s1.087 s
graph.copy284561.005 s1.005 s
invmom>u_pq8463.435 s0.979 s
sortrowsc (MEX-function)1178100.852 s0.852 s
permutation.inv277563.336 s0.822 s
ismembc (MEX-function)851500.780 s0.780 s
intersect_gcell21068.896 s0.549 s
permutation.length416340.536 s0.536 s
bwmorph3631.229 s0.517 s
ReadImages>trimzeros530.452 s0.452 s
gcf2110.413 s0.413 s
permutation.array416340.394 s0.394 s
images\private\applylutc (MEX-function)24780.338 s0.338 s
trimempty_gcell470.537 s0.272 s
subplot420.848 s0.194 s
subplot>createListeners420.211 s0.178 s
strcat3460.182 s0.176 s
applylut>ParseInputs24780.200 s0.171 s
num2str5460.189 s0.161 s
subimage420.658 s0.137 s
graphics\private\clo840.237 s0.129 s
Process>calc_subgraphs471288.976 s0.128 s
ShowImages11.786 s0.114 s
int2str13520.114 s0.114 s
intersect2520.155 s0.103 s
conv_skel2graph>holvan51850.082 s0.082 s
applylut24780.612 s0.073 s
images\private\ind2rgb8c (MEX-function)420.063 s0.063 s
CalcImages91295.983 s0.049 s
title840.067 s0.049 s
axis>LocSetTight420.077 s0.041 s
bwmorph>thin8630.505 s0.035 s
subimage>parse_inputs420.111 s0.034 s
bwmorph>skel940.183 s0.034 s
opaque.double9450.033 s0.033 s
path40.040 s0.030 s
findall1260.030 s0.030 s
cell.strcat430.035 s0.028 s
compare_gcell21068.956 s0.028 s
datachildren420.028 s0.028 s
iptcheckinput (MEX-function)53190.028 s0.028 s
axis420.128 s0.026 s
mean2100.025 s0.025 s
strmatch3630.021 s0.021 s
axis>LocSetImage420.097 s0.020 s
objbounds420.028 s0.018 s
newplot>ObserveAxesNextPlot840.255 s0.017 s
size_gcell6300.016 s0.016 s
ReadImages>GetImageBorders60.016 s0.016 s
ReadImages>GetImages60.487 s0.015 s
axescheck840.013 s0.013 s
subplot>addAxesToGrid420.225 s0.013 s
gca2100.020 s0.013 s
newplot840.281 s0.012 s
invmom1413.455 s0.011 s
Process>calc_skeledges473.452 s0.009 s
general\private\parsedirs40.010 s0.009 s
invmom>n_pq4233.444 s0.009 s
images\private\ind2rgb8420.070 s0.007 s
imagesci\private\png (MEX-function)60.007 s0.007 s
Process>@(x)invmom(i.pixels,x)1413.462 s0.007 s
iptgate420.077 s0.007 s
Process>calc_invmom473.471 s0.007 s
ReadImages20.544 s0.006 s
makemin_gcell471288.807 s0.006 s
cellstr850.006 s0.006 s
conv_rgb2bw60.006 s0.006 s
blanks3460.006 s0.006 s
ShowImages>pad420.005 s0.005 s
objbounds>localComputeImageEdges840.005 s0.005 s
imread60.040 s0.005 s
conv_skel2graph>vanVegpont2090.005 s0.005 s
graph.edges470.005 s0.005 s
fliplr10850.005 s0.005 s
Process>preCalc21295.979 s0.005 s
newplot>ObserveFigureNextPlot840.005 s0.005 s
imagesci\private\readpng60.024 s0.005 s
objbounds>localGetImageBounds420.010 s0.004 s
iptchecknargin24780.004 s0.004 s
imformats>find_in_registry120.004 s0.004 s
ReadImages>doit120.004 s0.004 s
conv_bw2skel471.060 s0.003 s
graphics\private\clo>find_kids840.003 s0.003 s
Process>create@(x)invmom(i.pixels,x)470.002 s0.002 s
conv_fullname2name50.003 s0.002 s
images\private\lutthin28630.002 s0.002 s
imagesci\private\ispng60.002 s0.002 s
imread>parse_inputs60.002 s0.002 s
imagesci\private\imftype60.007 s0.002 s
images\private\lutthin18630.001 s0.001 s
imformats120.005 s0.001 s
log10420.001 s0.001 s
conv_fullname2name>conv_filename2name50.001 s0.001 s
...ss>@(i)conv_fullname2name(i.filename)50.004 s0.001 s
Process>@(i)0470.001 s0.001 s
images\private\lutskel1940.001 s0.001 s
initprintexporttemplate10.001 s0.001 s
images\private\lutskel8940.001 s0.001 s
images\private\lutskel3940.001 s0.001 s
images\private\lutskel2940.001 s0.001 s
images\private\lutskel4940.001 s0.001 s
images\private\lutskel5940.001 s0.001 s
images\private\lutskel7940.001 s0.001 s
images\private\lutskel6940.000 s0.000 s
filesep40.000 s0.000 s
isdir30.000 s0.000 s
pathsep40.000 s0.000 s
Process>create@(i)020.000 s0.000 s
...ate@(i)conv_fullname2name(i.filename)10.000 s0.000 s

Self time is the time spent in a function excluding the time spent in its child functions. Self time also includes overhead resulting from the process of profiling.