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zs-QTBb(AS`Lnyz$=6?jG3j=xSulX5%_~w@%L4fy{8~-;W1A=1Gq9Q{7Hz1zrcf|iI zRPg@;hW~r802H|RgCYJW5YH#V{{*_9cK-~3{1GwuFZ={LO4iW^6tfU9*SC0b#?unF zjGloJXuzI=E1?~=8%v^3Q-dkU5Oh=YKp z_tO!7qXB?F!VZe~s`Q|+!qY-L6B84@y808E{%s!oqIgez`A?_&Wd9j)`5&FE{{K*CE(Y3z;D?|_&{H@3yOZ>lPg-7>RW4>;s1$zf`U!709txldVGCQ z32`HHI|qCRAPYV@3lojDku3#2xu_i|7{)>kT3KLVrufNIrK~M@VdQ=^5ET!}=E+1IR&tF9*s`0*WF1wH$yE z!2FLk7y+yx7yYF^03!?QKl{f@|Mzx5tp6W<0kAOB|Gh6D+duol0t9*UZ|$-Gng7u) zE7L#D4U{hD>A&1x`^?4+xToString[#]&,gdata[[1,All,1,1,1]]]; -taulabels=Map["tau = "<>ToString[#]&,gdata[[All,1,1,1,2]]]; +taulabels=Map["\[Tau] = "<>ToString[#]&,gdata[[All,1,1,1,2]]]; (* ::Section:: *) @@ -55,7 +55,7 @@ avgAndProp=ParallelMap[{getProperty[#[[3]]],Mean[#[[2,1;;-1]]]}&,gdata[[2,2,1;;1 allPlots=Map[Show[ ListPlot[#[[All,{2,3}]], AxesOrigin->{0,0}, -Frame->True,FrameLabel->{"degree-sequence-property","average number of triangles"}, +Frame->True,FrameLabel->{"average number of triangles","degree-sequence-property"}, AspectRatio->Automatic, ImageSize->Automatic, PlotLabel->"n = "<>ToString[#[[1,1,1]]]<>" , \[Tau] = "<>ToString[#[[1,1,2]]], @@ -64,7 +64,20 @@ PlotStyle->Black &,gdata,{2}] +combiPlot=Show[ +ListLogLogPlot[gdata[[All,1,All,{3,2}]], +(*AxesOrigin->{0,0},*) +(*PlotRange\[Rule]{{0,3000},{0,3000}},*) +PlotRange->Automatic, +Frame->True,FrameLabel->{"degree-sequence-property","average number of triangles"}, +AspectRatio->Automatic, +ImageSize->Automatic, +PlotLabel->"n = "<>ToString[gdata[[1,1]][[1,1,1]]], +PlotLegends->taulabels +],Plot[x,{x,1,10000},PlotStyle->Black]] + + plotgrid=GraphicsRow[{GraphicsColumn[allPlots[[{1,2},1]]],allPlots[[3,1]]},Spacings->0,ImageSize->600] -Export[NotebookDirectory[]<>"plots/dsp_correlations.pdf",plotgrid] +Export[NotebookDirectory[]<>"plots/dsp_correlations.pdf",combiPlot] diff --git a/triangle_successrate_correlation_plots.m b/triangle_successrate_correlation_plots.m new file mode 100644 index 0000000000000000000000000000000000000000..13e7768c5a1b79e058e65f17fee7df20ffcc7e70 --- /dev/null +++ b/triangle_successrate_correlation_plots.m @@ -0,0 +1,122 @@ +(* ::Package:: *) + +Needs["ErrorBarPlots`"] + + +(* ::Section:: *) +(*Plot successrate over time*) + + +gsraw=Import[NotebookDirectory[]<>"data/graphdata_successrates_timeevol.m"]; +(* gsraw=SortBy[gsraw,{#[[1,1]]&,#[[1,2]]&}]; (* Sort by n and then by tau. The {} forces a *stable* sort because otherwise Mathematica sorts also on triangle count and other things. *) *) + + +gdata=GatherBy[gsraw,{#[[1,2]]&,#[[1,1]]&}]; +(* Data format: *) +(* gdata[[ tau index, n index, run index , datatype index ]] *) +(* datatype index: +1: {n,tau} +2: avgtris +3: successrate +*) +nlabels=Map["n = "<>ToString[#]&,gdata[[1,All,1,1,1]]]; +taulabels=Map["tau = "<>ToString[#]&,gdata[[All,1,1,1,2]]]; + + +TwoAxisPlot[{f_, g_},{plotrange1_,plotrange2_}] := +Module[{fgraph, ggraph, frange, grange, fticks, gticks, manualRanges}, +manualRanges={plotrange1,plotrange2}; +{fgraph, ggraph} = +MapIndexed[ +ListPlot[#1, Axes -> True, Joined->True,ImageSize->300, +PlotRange->manualRanges[[#2[[1]]]], +DataRange->{0,measureSkip*maxTime} +(* PlotStyle -> ColorData[1][#2[[1]]] *) +] &, {f, g}]; +{frange, grange} = (PlotRange /. AbsoluteOptions[#, PlotRange])[[2]] & /@ {fgraph, ggraph}; +fticks = N@FindDivisions[frange, 10]; +gticks = Quiet@Transpose@{fticks, ToString[NumberForm[#, 2], StandardForm] & /@ Rescale[fticks, frange, grange]}; +Show[fgraph, ggraph /. Graphics[graph_, s___] :> Graphics[GeometricTransformation[graph, RescalingTransform[{{0, 1}, grange}, {{0, 1}, frange}]], s], +Axes -> False, Frame -> True, +(*FrameStyle -> {ColorData[1] /@ {1, 2}, {Automatic, Automatic}}, *) +FrameTicks -> {{fticks, gticks}, {Automatic, Automatic}}]] + + +(* Test of plot function *) +TwoAxisPlot[{gdata[[1,1,{1,3},2]],gdata[[1,1,{1,3},3]]},{{0,12000},{0,100}}] + + +MeanFilter + + +(* For export *) +selectedData=gdata[[2,1]][[{1,3,4,5}]]; +measureSkip=100; +minCount=Min[Map[Min[#[[2]]]&,selectedData]]; +maxCount=Max[Map[Max[#[[2]]]&,selectedData]]; +maxCount=Max[Map[1.5*Max[#[[2,-100;;-1]]]&,selectedData]]; +maxTime=Max[Map[Length[#[[2]]]&,selectedData]]; +(* maxTime=Round[30000/measureSkip]; *) +skipPts=Max[1,Round[maxTime/5000]]; (* Plotting every point is slow. Plot only once per `skipPts` timesteps *) +maxTime=Round[50000/measureSkip]; +coarseData=Map[#[[2,1;;maxTime;;skipPts]]&,selectedData]; +coarseData2=Map[#[[3,1;;maxTime;;skipPts]]/100&,selectedData]; +coarseData3=Map[MeanFilter[#[[3]],6]/100&,selectedData]; +labels=Map["{n,tau} = "<>ToString[#[[1]]]&,selectedData] +TwoAxisPlot[{coarseData,coarseData2},{{0,maxCount},{0,1}}] +plotTimeEvol1=ListPlot[coarseData,Joined->True,PlotRange->{0*minCount,maxCount},DataRange->{0,measureSkip*maxTime},Frame->True,FrameLabel->{"timesteps","number of triangles"},PlotLabel->"n = 1000, \[Tau]=2.2",ImageSize->300] +plotTimeEvol2=ListPlot[coarseData2,Joined->True,PlotRange->{0,1},DataRange->{0,measureSkip*maxTime},Frame->True,FrameLabel->{"timesteps","successrate"},PlotLabel->"n = 1000, \[Tau]=2.2",ImageSize->300,PlotStyle->Opacity[0.5]]; +plotTimeEvol3=ListPlot[coarseData3,Joined->True,PlotRange->{0,1},DataRange->{0,measureSkip*maxTime}]; +plotTimeEvol4=Show[plotTimeEvol2,plotTimeEvol3] +(* Map[ListPlot[#,Joined->True,PlotRange\[Rule]{minCount,maxCount},DataRange\[Rule]{0,maxTime}]&,coarseData] *) + + +Export[NotebookDirectory[]<>"plots/timeevol_22_successrate_triangles.pdf",plotTimeEvol1] +Export[NotebookDirectory[]<>"plots/timeevol_22_successrate.pdf",plotTimeEvol4] + + +(* ::Section:: *) +(*Plot #trianges vs some successrate*) + + +gsraw=Import[NotebookDirectory[]<>"data/graphdata_successrates.m"]; +(* gsraw=SortBy[gsraw,{#[[1,1]]&,#[[1,2]]&}]; (* Sort by n and then by tau. The {} forces a *stable* sort because otherwise Mathematica sorts also on triangle count and other things. *) *) + + +gdata=GatherBy[gsraw,{#[[1,2]]&,#[[1,1]]&}]; +(* Data format: *) +(* gdata[[ tau index, n index, run index , datatype index ]] *) +(* datatype index: +1: {n,tau} +2: avgtris +3: successrate +*) +nlabels=Map["n = "<>ToString[#]&,gdata[[1,All,1,1,1]]]; +taulabels=Map["\[Tau] = "<>ToString[#]&,gdata[[All,1,1,1,2]]]; + + +allPlots=Map[Show[ +ListPlot[#[[All,{3,2}]], +AxesOrigin->{0,0}, +Frame->True,FrameLabel->{"successrate","average number of triangles"}, +(*AspectRatio->Automatic,*) +PlotRange->{{0,1},Automatic}, +ImageSize->Automatic, +PlotLabel->"n = "<>ToString[#[[1,1,1]]]<>" , \[Tau] = "<>ToString[#[[1,1,2]]], +PlotStyle->PointSize[0.0001] +],Plot[x,{x,1,10000}]] +&,gdata,{2}] + + +combiPlot=ListLogPlot[gdata[[{1,3,5,7,9},1,All,{3,2}]], +AxesOrigin->{0,0}, +Frame->True,FrameLabel->{"successrate","average number of triangles"}, +(*AspectRatio->Automatic,*) +PlotRange->Automatic, +ImageSize->300, +PlotLabel->"n = "<>ToString[gdata[[1,1]][[1,1,1]]], +PlotLegends->taulabels[[{1,3,5,7,9}]] +] + + +Export[NotebookDirectory[]<>"plots/successrate_correlations.pdf",combiPlot]

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