Test: BIOMD0000000044.xml - Ok

test: BIOMD0000000044.xml
model: xml, reaction graph
simulator engine: DormandPrince
generated code: BIOMD0000000044.java
results: CSV file
plots: plot
comparison: comparison with other simulators
status: Ok
simulation time: 0 s.

Parameters:
ZERO 1.0E-100
ATOL 1.0E-15
RTOL 1.0E-12
STEP 0.01

Reaction graph

Note: downloaded from http://www.ebi.ac.uk/compneur-srv/biomodels/models-main/publ/BIOMD0000000044.gif

Plots

Note: downloaded from http://www.ebi.ac.uk/compneur-srv/biomodels/models-main/simu/MODEL6622948601.JPG

Comparison with other simulators

Legend:

Text color indicates difference between values:
  -  no significant difference ( < 0.1%)
  -  small relative error ( > 0.1% and <50%)
  -  simulation results significantly differ ( >50%)

Variables: Agonist_stimulated_production_of_IP3  A  EC  Ca_dependant_IP3_degradation  Ca_independant_IP3_degradation  Y  Z 
Simulators: ByoDyn  copasi  edu.kgi.roadRunner  Jarnac  SBToolbox2  VCell  Oscill8 Core  SBWOdeSolver  MathSBML  jsim  BioUML 
timeresult Agonist_stimulated_production_of_IP3 A EC Ca_dependant_IP3_degradation Ca_independant_IP3_degradation Y Z
0.0BioUML0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0ByoDyn0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0Jarnac0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0MathSBML0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0Oscill8 Core0,00000E04,50000E-11,00000E30,00000E0--0,00000E0
0.0SBToolbox20,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0SBWOdeSolver0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0VCell0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0copasi0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0edu.kgi.roadRunner0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0jsim0,00000E04,50000E-11,00000E30,00000E00,00000E03,60000E-10,00000E0
0.0min 0,00000E0 4,50000E-1 1,00000E3 0,00000E0 0,00000E0 3,60000E-1 0,00000E0
0.0max 0,00000E0 4,50000E-1 1,00000E3 0,00000E0 0,00000E0 3,60000E-1 0,00000E0
0.0mean 0,00000E0 4,50000E-1 1,00000E3 0,00000E0 0,00000E0 3,60000E-1 0,00000E0
0.0relative error(%) 0,000,000,000,000,000,000,00
0.2BioUML-2,50000E-16,84753E-19,99632E23,88005E-31,13672E-26,50975E-17,69956E-2
0.2ByoDyn-2,50000E-16,84753E-19,99632E23,88005E-31,13672E-26,50975E-17,69956E-2
0.2Jarnac-2,50000E-16,84753E-19,99632E23,88005E-31,13672E-26,50975E-17,69956E-2
0.2MathSBML-2,50000E-16,84753E-19,99632E23,88005E-31,13672E-26,50975E-17,69956E-2
0.2Oscill8 Core-2,50000E-16,84753E-19,99632E23,88020E-3--7,69956E-2
0.2SBToolbox2-2,50000E-16,84750E-19,99630E23,87785E-31,13674E-26,50971E-17,69964E-2
0.2SBWOdeSolver-2,50000E-16,84753E-19,99632E23,88021E-31,13673E-26,50974E-17,69956E-2
0.2VCell-2,50000E-16,68164E-19,99702E22,05826E-21,12532E-28,36579E-11,19151E-1
0.2copasi-2,50000E-16,84753E-19,99632E23,88005E-31,13672E-26,50975E-17,69956E-2
0.2edu.kgi.roadRunner-2,50000E-16,84753E-19,99632E23,88005E-31,13672E-26,50975E-17,69956E-2
0.2jsim-2,50000E-16,84753E-19,99632E23,88005E-31,13672E-26,50975E-17,69956E-2
0.2min -2,50000E-1 6,68164E-1 9,99630E2 3,87785E-3 1,12532E-2 6,50971E-1 7,69956E-2
0.2max -2,50000E-1 6,84753E-1 9,99702E2 2,05826E-2 1,13674E-2 8,36579E-1 1,19151E-1
0.2mean -2,50000E-1 6,84753E-1 9,99632E2 3,88005E-3 1,13672E-2 6,50975E-1 7,69956E-2
0.2relative error(%) 0,000,000,000,000,000,000,00
0.4BioUML-5,00000E-19,08318E-19,99294E21,43639E-22,73178E-29,81670E-18,46649E-2
0.4ByoDyn-5,00000E-19,08318E-19,99294E21,43639E-22,73178E-29,81670E-18,46649E-2
0.4Jarnac-5,00000E-19,08318E-19,99294E21,43639E-22,73178E-29,81670E-18,46649E-2
0.4MathSBML-5,00000E-19,08318E-19,99294E21,43639E-22,73178E-29,81670E-18,46649E-2
0.4Oscill8 Core-5,00000E-19,08318E-19,99294E21,43643E-2--8,46649E-2
0.4SBToolbox2-5,00000E-19,08335E-19,99291E21,43484E-22,73169E-29,81673E-18,46585E-2
0.4SBWOdeSolver-5,00000E-19,08318E-19,99294E21,43643E-22,73180E-29,81669E-18,46649E-2
0.4VCell-5,00000E-18,40900E-19,99458E28,26629E-22,64369E-21,30610E01,37587E-1
0.4copasi-5,00000E-19,08318E-19,99294E21,43639E-22,73178E-29,81670E-18,46649E-2
0.4edu.kgi.roadRunner-5,00000E-19,08318E-19,99294E21,43639E-22,73178E-29,81670E-18,46649E-2
0.4jsim-5,00000E-19,08318E-19,99294E21,43639E-22,73178E-29,81670E-18,46649E-2
0.4min -5,00000E-1 8,40900E-1 9,99291E2 1,43484E-2 2,64369E-2 9,81669E-1 8,46585E-2
0.4max -5,00000E-1 9,08335E-1 9,99458E2 8,26629E-2 2,73180E-2 1,30610E0 1,37587E-1
0.4mean -5,00000E-1 9,08318E-1 9,99294E2 1,43639E-2 2,73178E-2 9,81670E-1 8,46649E-2
0.4relative error(%) 0,000,000,000,000,000,000,00
0.6BioUML-7,50000E-11,11837E09,98971E23,40179E-24,76100E-21,29652E09,26078E-2
0.6ByoDyn-7,50000E-11,11837E09,98971E23,40179E-24,76100E-21,29652E09,26078E-2
0.6Jarnac-7,50000E-11,11837E09,98971E23,40179E-24,76100E-21,29652E09,26078E-2
0.6MathSBML-7,50000E-11,11837E09,98971E23,40179E-24,76100E-21,29652E09,26078E-2
0.6Oscill8 Core-7,50000E-11,11837E09,98971E23,40188E-2--9,26079E-2
0.6SBToolbox2-7,50000E-11,11839E09,98971E23,39657E-24,76092E-21,29658E09,25946E-2
0.6SBWOdeSolver-7,50000E-11,11837E09,98971E23,40188E-24,76103E-21,29652E09,26079E-2
0.6VCell-7,50000E-19,30201E-19,99259E22,25445E-14,43537E-21,67529E01,66902E-1
0.6copasi-7,50000E-11,11837E09,98971E23,40179E-24,76100E-21,29652E09,26078E-2
0.6edu.kgi.roadRunner-7,50000E-11,11837E09,98971E23,40179E-24,76100E-21,29652E09,26078E-2
0.6jsim-7,50000E-11,11837E09,98971E23,40179E-24,76100E-21,29652E09,26078E-2
0.6min -7,50000E-1 9,30201E-1 9,98971E2 3,39657E-2 4,43537E-2 1,29652E0 9,25946E-2
0.6max -7,50000E-1 1,11839E0 9,99259E2 2,25445E-1 4,76103E-2 1,67529E0 1,66902E-1
0.6mean -7,50000E-1 1,11837E0 9,98971E2 3,40179E-2 4,76100E-2 1,29652E0 9,26078E-2
0.6relative error(%) 0,000,000,000,000,000,000,00
0.8BioUML-1,00000E01,31124E09,98664E26,68254E-27,19384E-21,59452E01,01050E-1
0.8ByoDyn-1,00000E01,31124E09,98664E26,68254E-27,19384E-21,59452E01,01050E-1
0.8Jarnac-1,00000E01,31124E09,98664E26,68254E-27,19384E-21,59452E01,01050E-1
0.8MathSBML-1,00000E01,31124E09,98664E26,68254E-27,19384E-21,59452E01,01050E-1
0.8Oscill8 Core-1,00000E01,31123E09,98664E26,68271E-2--1,01050E-1
0.8SBToolbox2-1,00000E01,31136E09,98662E26,67037E-27,19355E-21,59455E01,01025E-1
0.8SBWOdeSolver-1,00000E01,31123E09,98664E26,68271E-27,19387E-21,59452E01,01050E-1
0.8VCell-1,00000E02,83144E-19,99338E21,10701E05,98435E-21,05393E06,29988E-1
0.8copasi-1,00000E01,31124E09,98664E26,68254E-27,19384E-21,59452E01,01050E-1
0.8edu.kgi.roadRunner-1,00000E01,31124E09,98664E26,68254E-27,19384E-21,59452E01,01050E-1
0.8jsim-1,00000E01,31124E09,98664E26,68254E-27,19384E-21,59452E01,01050E-1
0.8min -1,00000E0 2,83144E-1 9,98662E2 6,67037E-2 5,98435E-2 1,05393E0 1,01025E-1
0.8max -1,00000E0 1,31136E0 9,99338E2 1,10701E0 7,19387E-2 1,59455E0 6,29988E-1
0.8mean -1,00000E0 1,31124E0 9,98664E2 6,68254E-2 7,19384E-2 1,59452E0 1,01050E-1
0.8relative error(%) 0,000,000,000,000,000,000,00
1.0BioUML-1,25000E01,48181E09,98376E21,18274E-19,99114E-21,87408E01,10309E-1
1.0ByoDyn-1,25000E01,48181E09,98376E21,18274E-19,99114E-21,87408E01,10309E-1
1.0Jarnac-1,25000E01,48181E09,98376E21,18274E-19,99114E-21,87408E01,10309E-1
1.0MathSBML-1,25000E01,48181E09,98376E21,18274E-19,99114E-21,87408E01,10309E-1
1.0Oscill8 Core-1,25000E01,48181E09,98376E21,18277E-1--1,10309E-1
1.0SBToolbox2-1,25004E01,48211E09,98372E21,18027E-19,99116E-21,87424E01,10271E-1
1.0SBWOdeSolver-1,25000E01,48181E09,98376E21,18277E-19,99118E-21,87407E01,10309E-1
1.0VCell-1,25000E02,51729E-19,99613E21,38434E06,39293E-29,47425E-11,87294E-1
1.0copasi-1,25000E01,48181E09,98376E21,18274E-19,99114E-21,87408E01,10309E-1
1.0edu.kgi.roadRunner-1,25000E01,48181E09,98376E21,18274E-19,99114E-21,87408E01,10309E-1
1.0jsim-1,25000E01,48181E09,98376E21,18274E-19,99114E-21,87408E01,10309E-1
1.0min -1,25004E0 2,51729E-1 9,98372E2 1,18027E-1 6,39293E-2 9,47425E-1 1,10271E-1
1.0max -1,25000E0 1,48211E0 9,99613E2 1,38434E0 9,99118E-2 1,87424E0 1,87294E-1
1.0mean -1,25000E0 1,48181E0 9,98376E2 1,18274E-1 9,99114E-2 1,87408E0 1,10309E-1
1.0relative error(%) 0,000,000,000,000,000,000,00
1.2BioUML-1,50000E01,62218E09,98107E21,96809E-11,31011E-12,13242E01,20988E-1
1.2ByoDyn-1,50000E01,62218E09,98107E21,96809E-11,31011E-12,13242E01,20988E-1
1.2Jarnac-1,50000E01,62218E09,98107E21,96809E-11,31011E-12,13242E01,20988E-1
1.2MathSBML-1,50000E01,62218E09,98107E21,96809E-11,31011E-12,13242E01,20988E-1
1.2Oscill8 Core-1,50000E01,62217E09,98107E21,96815E-1--1,20988E-1
1.2SBToolbox2-1,50000E01,62257E09,98102E21,96388E-11,31006E-12,13261E01,20930E-1
1.2SBWOdeSolver-1,50000E01,62217E09,98107E21,96814E-11,31011E-12,13242E01,20988E-1
1.2VCell-1,50000E04,64095E-19,99403E21,41480E07,11081E-21,41108E01,42035E-1
1.2copasi-1,50000E01,62218E09,98107E21,96810E-11,31011E-12,13242E01,20988E-1
1.2edu.kgi.roadRunner-1,50000E01,62218E09,98107E21,96809E-11,31011E-12,13242E01,20988E-1
1.2jsim-1,50000E01,62218E09,98107E21,96809E-11,31011E-12,13242E01,20988E-1
1.2min -1,50000E0 4,64095E-1 9,98102E2 1,96388E-1 7,11081E-2 1,41108E0 1,20930E-1
1.2max -1,50000E0 1,62257E0 9,99403E2 1,41480E0 1,31011E-1 2,13261E0 1,42035E-1
1.2mean -1,50000E0 1,62218E0 9,98107E2 1,96809E-1 1,31011E-1 2,13242E0 1,20988E-1
1.2relative error(%) 0,000,000,000,000,000,000,00
1.4BioUML-1,75000E01,71758E09,97862E23,17918E-11,64503E-12,36381E01,34688E-1
1.4ByoDyn-1,75000E01,71758E09,97862E23,17918E-11,64503E-12,36381E01,34688E-1
1.4Jarnac-1,75000E01,71758E09,97862E23,17918E-11,64503E-12,36381E01,34688E-1
1.4MathSBML-1,75000E01,71758E09,97862E23,17918E-11,64503E-12,36381E01,34688E-1
1.4Oscill8 Core-1,75000E01,71757E09,97862E23,17930E-1--1,34689E-1
1.4SBToolbox2-1,75004E01,71824E09,97861E23,17223E-11,64499E-12,36410E01,34587E-1
1.4SBWOdeSolver-1,75000E01,71757E09,97862E23,17929E-11,64503E-12,36381E01,34688E-1
1.4VCell-1,75000E06,12873E-19,99217E21,50505E08,20736E-21,74688E01,78516E-1
1.4copasi-1,75000E01,71758E09,97862E23,17920E-11,64503E-12,36381E01,34688E-1
1.4edu.kgi.roadRunner-1,75000E01,71758E09,97862E23,17918E-11,64503E-12,36381E01,34688E-1
1.4jsim-1,75000E01,71758E09,97862E23,17918E-11,64503E-12,36381E01,34688E-1
1.4min -1,75004E0 6,12873E-1 9,97861E2 3,17223E-1 8,20736E-2 1,74688E0 1,34587E-1
1.4max -1,75000E0 1,71824E0 9,99217E2 1,50505E0 1,64503E-1 2,36410E0 1,78516E-1
1.4mean -1,75000E0 1,71758E0 9,97862E2 3,17918E-1 1,64503E-1 2,36381E0 1,34688E-1
1.4relative error(%) 0,000,000,000,000,000,000,00
1.6BioUML-2,00000E01,72506E09,97652E25,25779E-11,99159E-12,54810E01,59907E-1
1.6ByoDyn-2,00000E01,72506E09,97652E25,25779E-11,99159E-12,54810E01,59907E-1
1.6Jarnac-2,00000E01,72506E09,97652E25,25779E-11,99159E-12,54810E01,59907E-1
1.6MathSBML-2,00000E01,72506E09,97652E25,25779E-11,99159E-12,54810E01,59907E-1
1.6Oscill8 Core-2,00000E01,72501E09,97652E25,25834E-1--1,59923E-1
1.6SBToolbox2-2,00000E01,72662E09,97652E25,24199E-11,99173E-12,54890E01,59526E-1
1.6SBWOdeSolver-2,00000E01,72502E09,97652E25,25818E-11,99159E-12,54808E01,59917E-1
1.6VCell-2,00000E01,87877E-19,99450E22,17079E09,13352E-29,39843E-15,19263E-1
1.6copasi-2,00000E01,72506E09,97652E25,25785E-11,99159E-12,54810E01,59908E-1
1.6edu.kgi.roadRunner-2,00000E01,72506E09,97652E25,25779E-11,99159E-12,54810E01,59907E-1
1.6jsim-2,00000E01,72506E09,97652E25,25779E-11,99159E-12,54810E01,59907E-1
1.6min -2,00000E0 1,87877E-1 9,97652E2 5,24199E-1 9,13352E-2 9,39843E-1 1,59526E-1
1.6max -2,00000E0 1,72662E0 9,99450E2 2,17079E0 1,99173E-1 2,54890E0 5,19263E-1
1.6mean -2,00000E0 1,72506E0 9,97652E2 5,25779E-1 1,99159E-1 2,54810E0 1,59907E-1
1.6relative error(%) 0,000,000,000,000,000,000,00
1.8BioUML-2,25000E02,67795E-19,97877E22,20704E02,25163E-11,56294E09,20108E-1
1.8ByoDyn-2,25000E02,67795E-19,97877E22,20704E02,25163E-11,56294E09,20108E-1
1.8Jarnac-2,25000E02,67795E-19,97877E22,20704E02,25163E-11,56294E09,20108E-1
1.8MathSBML-2,25000E02,67793E-19,97877E22,20704E02,25163E-11,56294E09,20109E-1
1.8Oscill8 Core-2,25000E02,68736E-19,97877E22,20610E0--9,18345E-1
1.8SBToolbox2-2,25003E02,75507E-19,97867E22,19905E02,25418E-11,58245E09,13632E-1
1.8SBWOdeSolver-2,25000E02,68851E-19,97877E22,20598E02,25164E-11,56482E09,18263E-1
1.8VCell-2,25000E02,91970E-19,99538E22,31241E09,56182E-21,11549E01,69292E-1
1.8copasi-2,25000E02,67767E-19,97877E22,20707E02,25161E-11,56287E09,20127E-1
1.8edu.kgi.roadRunner-2,25000E02,67795E-19,97877E22,20704E02,25163E-11,56294E09,20108E-1
1.8jsim-2,25000E02,67795E-19,97877E22,20704E02,25163E-11,56294E09,20108E-1
1.8min -2,25003E0 2,67767E-1 9,97867E2 2,19905E0 9,56182E-2 1,11549E0 1,69292E-1
1.8max -2,25000E0 2,91970E-1 9,99538E2 2,31241E0 2,25418E-1 1,58245E0 9,20127E-1
1.8mean -2,25000E0 2,67795E-1 9,97877E2 2,20704E0 2,25163E-1 1,56294E0 9,20108E-1
1.8relative error(%) 0,000,000,000,000,000,000,00
2.0BioUML-2,50000E01,73812E-19,98612E22,54768E02,28504E-11,43637E03,11536E-1
2.0ByoDyn-2,50000E01,73812E-19,98612E22,54768E02,28504E-11,43637E03,11536E-1
2.0Jarnac-2,50000E01,73812E-19,98612E22,54768E02,28504E-11,43637E03,11536E-1
2.0MathSBML-2,50000E01,73812E-19,98612E22,54768E02,28504E-11,43637E03,11536E-1
2.0Oscill8 Core-2,50000E01,73839E-19,98612E22,54766E0--3,11708E-1
2.0SBToolbox2-2,50000E01,72588E-19,98608E22,54860E02,28776E-11,43716E03,13566E-1
2.0SBWOdeSolver-2,50000E01,73822E-19,98612E22,54767E02,28509E-11,43630E03,11749E-1
2.0VCell-2,50000E04,94381E-19,99334E22,35209E01,03533E-11,54190E01,50837E-1
2.0copasi-2,50000E01,73816E-19,98612E22,54768E02,28503E-11,43637E03,11526E-1
2.0edu.kgi.roadRunner-2,50000E01,73812E-19,98612E22,54768E02,28504E-11,43637E03,11536E-1
2.0jsim-2,50000E01,73812E-19,98612E22,54768E02,28504E-11,43637E03,11536E-1
2.0min -2,50000E0 1,72588E-1 9,98608E2 2,35209E0 1,03533E-1 1,43630E0 1,50837E-1
2.0max -2,50000E0 4,94381E-1 9,99334E2 2,54860E0 2,28776E-1 1,54190E0 3,13566E-1
2.0mean -2,50000E0 1,73812E-1 9,98612E2 2,54768E0 2,28504E-1 1,43637E0 3,11536E-1
2.0relative error(%) 0,000,000,000,000,000,000,00
2.2BioUML-2,75000E02,03608E-19,98744E22,76346E02,32930E-11,14226E04,73538E-1
2.2ByoDyn-2,75000E02,03608E-19,98744E22,76346E02,32930E-11,14226E04,73538E-1
2.2Jarnac-2,75000E02,03608E-19,98744E22,76346E02,32930E-11,14226E04,73538E-1
2.2MathSBML-2,75000E02,03608E-19,98744E22,76346E02,32930E-11,14225E04,73539E-1
2.2Oscill8 Core-2,75000E02,03706E-19,98744E22,76337E0--4,72893E-1
2.2SBToolbox2-2,75003E02,06451E-19,98736E22,76033E02,33204E-11,15307E04,71137E-1
2.2SBWOdeSolver-2,75000E02,03710E-19,98744E22,76336E02,32933E-11,14289E04,72862E-1
2.2VCell-2,75000E05,90604E-19,99180E22,49462E01,14772E-11,77791E02,21530E-1
2.2copasi-2,75000E02,03610E-19,98744E22,76346E02,32929E-11,14225E04,73545E-1
2.2edu.kgi.roadRunner-2,75000E02,03608E-19,98744E22,76346E02,32930E-11,14226E04,73538E-1
2.2jsim-2,75000E02,03608E-19,98744E22,76346E02,32930E-11,14226E04,73538E-1
2.2min -2,75003E0 2,03608E-1 9,98736E2 2,49462E0 1,14772E-1 1,14225E0 2,21530E-1
2.2max -2,75000E0 5,90604E-1 9,99180E2 2,76346E0 2,33204E-1 1,77791E0 4,73545E-1
2.2mean -2,75000E0 2,03609E-1 9,98744E2 2,76346E0 2,32930E-1 1,14226E0 4,73538E-1
2.2relative error(%) 0,000,000,000,000,000,000,00
2.4BioUML-3,00000E02,10090E-19,99021E23,00328E02,36628E-11,03867E03,00499E-1
2.4ByoDyn-3,00000E02,10090E-19,99021E23,00328E02,36628E-11,03867E03,00499E-1
2.4Jarnac-3,00000E02,10090E-19,99021E23,00328E02,36628E-11,03867E03,00499E-1
2.4MathSBML-3,00000E02,10090E-19,99021E23,00328E02,36628E-11,03867E03,00498E-1
2.4Oscill8 Core-3,00000E02,10071E-19,99021E23,00330E0--3,00636E-1
2.4SBToolbox2-3,00000E02,08660E-19,99018E23,00446E02,36900E-11,04115E02,99991E-1
2.4SBWOdeSolver-3,00000E02,10062E-19,99021E23,00331E02,36632E-11,03856E03,00654E-1
2.4VCell-3,00000E01,83406E-19,99553E23,14555E01,21043E-19,28553E-13,25819E-1
2.4copasi-3,00000E02,10091E-19,99021E23,00328E02,36626E-11,03867E03,00493E-1
2.4edu.kgi.roadRunner-3,00000E02,10090E-19,99021E23,00328E02,36628E-11,03867E03,00499E-1
2.4jsim-3,00000E02,10090E-19,99021E23,00328E02,36628E-11,03867E03,00499E-1
2.4min -3,00000E0 1,83406E-1 9,99018E2 3,00328E0 1,21043E-1 9,28553E-1 2,99991E-1
2.4max -3,00000E0 2,10091E-1 9,99553E2 3,14555E0 2,36900E-1 1,04115E0 3,25819E-1
2.4mean -3,00000E0 2,10090E-1 9,99021E2 3,00328E0 2,36628E-1 1,03867E0 3,00499E-1
2.4relative error(%) 0,000,000,000,000,000,000,00
2.6BioUML-3,25000E01,87373E-19,99247E23,27179E02,40839E-17,28776E-13,83905E-1
2.6ByoDyn-3,25000E01,87373E-19,99247E23,27179E02,40839E-17,28776E-13,83905E-1
2.6Jarnac-3,25000E01,87373E-19,99247E23,27179E02,40839E-17,28776E-13,83905E-1
2.6MathSBML-3,25000E01,87373E-19,99247E23,27179E02,40839E-17,28775E-13,83905E-1
2.6Oscill8 Core-3,25000E01,87438E-19,99247E23,27172E0--3,83856E-1
2.6SBToolbox2-3,25002E01,87242E-19,99245E23,27162E02,41123E-17,28359E-13,90099E-1
2.6SBWOdeSolver-3,25000E01,87441E-19,99247E23,27172E02,40843E-17,28961E-13,83842E-1
2.6VCell-3,25000E03,59889E-19,99472E23,21382E01,26287E-11,26995E01,45969E-1
2.6copasi-3,25000E01,87372E-19,99247E23,27179E02,40838E-17,28763E-13,83914E-1
2.6edu.kgi.roadRunner-3,25000E01,87373E-19,99247E23,27179E02,40839E-17,28776E-13,83905E-1
2.6jsim-3,25000E01,87373E-19,99247E23,27179E02,40839E-17,28776E-13,83905E-1
2.6min -3,25002E0 1,87242E-1 9,99245E2 3,21382E0 1,26287E-1 7,28359E-1 1,45969E-1
2.6max -3,25000E0 3,59889E-1 9,99472E2 3,27179E0 2,41123E-1 1,26995E0 3,90099E-1
2.6mean -3,25000E0 1,87373E-1 9,99247E2 3,27179E0 2,40839E-1 7,28776E-1 3,83905E-1
2.6relative error(%) 0,000,000,000,000,000,000,00
2.8BioUML-3,50000E02,59169E-19,99359E23,44568E02,45151E-17,43338E-12,57470E-1
2.8ByoDyn-3,50000E02,59169E-19,99359E23,44568E02,45151E-17,43338E-12,57470E-1
2.8Jarnac-3,50000E02,59169E-19,99359E23,44568E02,45151E-17,43338E-12,57470E-1
2.8MathSBML-3,50000E02,59169E-19,99359E23,44568E02,45151E-17,43340E-12,57469E-1
2.8Oscill8 Core-3,50000E02,59170E-19,99359E23,44568E0--2,57475E-1
2.8SBToolbox2-3,50000E02,58354E-19,99360E23,44627E02,45400E-17,49546E-12,52353E-1
2.8SBWOdeSolver-3,50000E02,59132E-19,99359E23,44571E02,45155E-17,43227E-12,57591E-1
2.8VCell-3,50000E05,46021E-19,99270E23,26852E01,35457E-11,65772E01,61617E-1
2.8copasi-3,50000E02,59179E-19,99359E23,44567E02,45150E-17,43384E-12,57431E-1
2.8edu.kgi.roadRunner-3,50000E02,59169E-19,99359E23,44568E02,45151E-17,43338E-12,57470E-1
2.8jsim-3,50000E02,59169E-19,99359E23,44568E02,45151E-17,43339E-12,57470E-1
2.8min -3,50000E0 2,58354E-1 9,99270E2 3,26852E0 1,35457E-1 7,43227E-1 1,61617E-1
2.8max -3,50000E0 5,46021E-1 9,99360E2 3,44627E0 2,45400E-1 1,65772E0 2,57591E-1
2.8mean -3,50000E0 2,59169E-1 9,99359E2 3,44568E0 2,45151E-1 7,43339E-1 2,57470E-1
2.8relative error(%) 0,000,000,000,000,000,000,00
3.0BioUML-3,75000E04,02384E-19,99267E23,54612E02,51492E-19,89824E-11,02752E-1
3.0ByoDyn-3,75000E04,02384E-19,99267E23,54612E02,51492E-19,89824E-11,02752E-1
3.0Jarnac-3,75000E04,02384E-19,99267E23,54612E02,51492E-19,89824E-11,02752E-1
3.0MathSBML-3,75000E04,02407E-19,99267E23,54610E02,51492E-19,89883E-11,02734E-1
3.0Oscill8 Core-3,75000E04,02556E-19,99267E23,54595E0--1,02855E-1
3.0SBToolbox2-3,75002E04,46645E-19,99183E23,50118E02,52188E-11,09105E08,89181E-2
3.0SBWOdeSolver-3,75000E04,00148E-19,99271E23,54837E02,51480E-19,83945E-11,04848E-1
3.0VCell-3,75000E03,56794E-19,99235E23,69663E01,46577E-11,38186E05,09038E-1
3.0copasi-3,75000E04,03172E-19,99266E23,54533E02,51497E-19,91802E-11,02144E-1
3.0edu.kgi.roadRunner-3,75000E04,02384E-19,99267E23,54612E02,51492E-19,89824E-11,02752E-1
3.0jsim-3,75000E04,02387E-19,99267E23,54612E02,51492E-19,89832E-11,02750E-1
3.0min -3,75002E0 3,56794E-1 9,99183E2 3,50118E0 1,46577E-1 9,83945E-1 8,89181E-2
3.0max -3,75000E0 4,46645E-1 9,99271E2 3,69663E0 2,52188E-1 1,38186E0 5,09038E-1
3.0mean -3,75000E0 4,02385E-1 9,99267E2 3,54612E0 2,51492E-1 9,89832E-1 1,02752E-1
3.0relative error(%) 0,000,000,000,000,000,000,00
3.2BioUML-4,00000E06,32842E-19,98950E23,55530E02,61862E-11,31694E09,31101E-2
3.2ByoDyn-4,00000E06,32842E-19,98950E23,55530E02,61862E-11,31694E09,31101E-2
3.2Jarnac-4,00000E06,32842E-19,98950E23,55530E02,61862E-11,31694E09,31101E-2
3.2MathSBML-4,00000E06,32865E-19,98950E23,55527E02,61863E-11,31698E09,31113E-2
3.2Oscill8 Core-4,00000E06,32997E-19,98950E23,55513E0--9,31183E-2
3.2SBToolbox2-4,00000E06,74747E-19,98863E23,51184E02,63426E-11,40157E09,53982E-2
3.2SBWOdeSolver-4,00000E06,30656E-19,98954E23,55754E02,61805E-11,31289E09,30023E-2
3.2VCell-4,00000E02,28538E-19,99568E24,07068E01,50779E-1