SNAP Library , Developer Reference
2013-01-07 14:03:36
SNAP, a general purpose, high performance system for analysis and manipulation of large networks
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#include <ncp.h>
Public Member Functions | |
TNcpGraphsBase (const TStr &FNmWc) | |
TNcpGraphsBase (TSIn &SIn) | |
void | Save (TSOut &SOut) const |
void | Impose (const TStr &OutFNm, const int &TopN, const bool &Smooth) |
double | GetXAtMinY (const TFltPrV &Ncp, const int &NNodes) |
TFltPr | GetXYAtMinY (const TFltPrV &Ncp, const int &NNodes) |
void | PlotNcpMin (const TStr &OutFNm, const bool &VsGraphN=false) |
void | SaveTxtNcpMin (const TStr &OutFNm, const bool &VsGraphN=false) |
void | PlotRewNcpMin (const TStr &OutFNm, const bool &VsGraphN=false) |
void | PlotBestWhisker (const TStr &OutFNm, const bool &VsGraphN=false) |
void | PlotRewBestWhisker (const TStr &OutFNm, const bool &VsGraphN=false) |
void | PlotAvgNcp (const TStr &OutFNm, const TVec< TFltPrV > &NcpVec, const int &MinSz, const double &MaxMinY) |
void | SaveTxt (const TStr &OutFNm) |
Static Public Member Functions | |
static void | PlotDataset (const TStr &InFNmWc, const TStr &OutFNm, const bool &ImposeNcp=false, const bool &VsGraphN=false) |
Private Attributes | |
TStrV | GNmV |
TFltV | ParamValV |
TIntPrV | GSizeV |
TFltPrV | WhiskerV |
TFltPrV | RewWhiskerV |
TVec< TFltPrV > | NcpV |
TVec< TFltPrV > | RewNcpV |
TVec< TFltPrV > | WhiskNcpV |
Local-Spectral-Clustering for a set of graphs (loads ncp-*.tab files)
TNcpGraphsBase::TNcpGraphsBase | ( | const TStr & | FNmWc | ) |
Definition at line 1064 of file ncp.cpp.
References TVec< TVal >::Add(), TStr::CStr(), TStr::Fmt(), TSsParser::GetFlds(), TSsParser::GetFlt(), TStr::GetFMid(), TStr::GetSubStr(), GNmV, GSizeV, IAssert, TSsParser::IsFlt(), TVec< TVal >::Last(), TVec< TVal >::Len(), NcpV, TFFile::Next(), TSsParser::Next(), ParamValV, RewNcpV, RewWhiskerV, TStr::SearchCh(), TStr::SearchChBack(), TStr::SearchStr(), ssfTabSep, WhiskerV, and WhiskNcpV.
{ TStr FNm; for (TFFile FFile(FNmWc); FFile.Next(FNm); ) { TSsParser Ss(FNm, ssfTabSep, true, false); int TrueNcpId=-1, WhiskId=-1, RewBestWhiskId=-1, RewId=-1, BestWhiskId=-1; while (Ss.Next()) { for (int f = 0; f < Ss.GetFlds(); f++) { // load ForestFire parameter (fwd burn prob) if (strstr(Ss[f], "FWD:")) { TStr S(Ss[f]); const int x = S.SearchStr("FWD:"); ParamValV.Add(S.GetSubStr(x+4, S.SearchCh(' ', x+1)-1).GetFlt()); } // extract column names if (strstr(Ss[f], "ORIGINAL MIN")!=NULL) { GNmV.Add(TStr::Fmt("%s %s", FNm.GetSubStr(FNm.SearchCh('.')+1, FNm.SearchChBack('.')-1).CStr(), strchr(Ss[f], '('))); int Nodes=0,Edges=0; sscanf(strchr(Ss[f], '(')+1, "%d,%d)", &Nodes, &Edges); GSizeV.Add(TIntPr(Nodes, Edges)); printf("%s: %d %d\n", GNmV.Last().CStr(), Nodes, Edges); TrueNcpId=f; } if (strstr(Ss[f], "ORIGINAL whisker")!=NULL || strstr(Ss[f], "TRUE whisker")!=NULL) { WhiskId=f; } if (strstr(Ss[f], "ORIGINAL Best whisker")!=NULL || strstr(Ss[f], "TRUE Best whisker")!=NULL) { BestWhiskId=f; } if (strstr(Ss[f], "REWIRED MIN")!=NULL || strstr(Ss[f], "RAND MIN")!=NULL) { RewId=f; } if (strstr(Ss[f], "REWIRED Best whisker")!=NULL || strstr(Ss[f], "RAND Best whisker")!=NULL) { RewBestWhiskId=f; } } if (TrueNcpId!=-1 || WhiskId!=-1) { break; } } if (TrueNcpId < 0) { printf("%s\n", FNm.GetFMid().CStr()); break; } if (BestWhiskId < 0) { WhiskerV.Add(TFltPr(1,1)); } if (RewBestWhiskId < 0) { RewWhiskerV.Add(TFltPr(1,1)); } NcpV.Add(); WhiskNcpV.Add(); RewNcpV.Add(); TFltPrV& Ncp = NcpV.Last(); TFltPrV& WhiskNcp = WhiskNcpV.Last(); TFltPrV& RewNcp = RewNcpV.Last(); bool Once=false, Once2=false; while (Ss.Next()) { if (TrueNcpId < Ss.GetFlds()&& Ss.IsFlt(TrueNcpId)) { Ncp.Add(TFltPr(Ss.GetFlt(TrueNcpId-1), Ss.GetFlt(TrueNcpId))); } if (WhiskId>=0 && WhiskId < Ss.GetFlds() && Ss.IsFlt(WhiskId)) { WhiskNcp.Add(TFltPr(Ss.GetFlt(WhiskId-1), Ss.GetFlt(WhiskId))); } if (RewId >=0 && RewId < Ss.GetFlds()&& Ss.IsFlt(RewId)) { RewNcp.Add(TFltPr(Ss.GetFlt(RewId-1), Ss.GetFlt(RewId))); } if (BestWhiskId>=0 && BestWhiskId < Ss.GetFlds() && ! Once) { Once=true; int W2=BestWhiskId-1; while (W2 > 0 && Ss.GetFlt(W2)!=(double)int(Ss.GetFlt(W2))) { W2--; } WhiskerV.Add(TFltPr(Ss.GetFlt(W2), Ss.GetFlt(BestWhiskId))); } if (RewBestWhiskId>=0 && RewBestWhiskId < Ss.GetFlds() && ! Once2) { Once2=true; int W2=RewBestWhiskId-1; while (W2 > 0 && Ss.GetFlt(W2)!=(double)int(Ss.GetFlt(W2))) { W2--; } RewWhiskerV.Add(TFltPr(Ss.GetFlt(W2), Ss.GetFlt(RewBestWhiskId))); } } printf(" ncp:%d whisk:%d rew:%d\n", NcpV.Last().Len(), WhiskNcpV.Last().Len(), RewNcpV.Last().Len()); } IAssert(NcpV.Len() == GSizeV.Len()); }
TNcpGraphsBase::TNcpGraphsBase | ( | TSIn & | SIn | ) |
double TNcpGraphsBase::GetXAtMinY | ( | const TFltPrV & | Ncp, |
const int & | NNodes | ||
) |
Definition at line 1133 of file ncp.cpp.
References TVec< TVal >::Len().
{ double MinX1=1, MinY1=1; for (int k = 0; k < Ncp.Len(); k++) { if (Ncp[k].Val2<MinY1) { MinX1=Ncp[k].Val1; MinY1=Ncp[k].Val2; } } return MinX1<1 ? 1 : MinX1; //if (NNodes < 1000) return MinX1; // smooth /*const int WndSize = 50; double MinX=1, MinY=1; TFltPrV Ncp2V; for (int k = 0; k < Ncp.Len(); k++) { int WndSz = k > WndSize ? WndSize : k; double SmoothVal=0.0, SmoothCnt=0; for (int i = -WndSz; i <= WndSz; i++) { if (k+i > -1 && k+i < Ncp.Len()) { SmoothCnt+=pow(1.1, -abs(i)); SmoothVal+=pow(1.1, -abs(i)) * Ncp[k+i].Val2; } } SmoothVal = SmoothVal/SmoothCnt; Ncp2V.Add(TFltPr(Ncp[k].Val1, SmoothVal)); if (SmoothVal<MinY) { MinX=Ncp[k].Val1; MinY=SmoothVal; } } static int cnt = 0; if (Ncp2V.Len() > 10 && cnt < 10) { TGnuPlot GP(TStr::Fmt("test-%03d", ++cnt)); GP.SetScale(gpsLog10XY); GP.AddPlot(Ncp, gpwLines, "true"); GP.AddPlot(Ncp2V, gpwLines, "smooth"); GP.SavePng(); } if (MinX < 1) { return 1; } else if (MinX > 1000) { return 1000; } return MinX;*/ }
TFltPr TNcpGraphsBase::GetXYAtMinY | ( | const TFltPrV & | Ncp, |
const int & | NNodes | ||
) |
Definition at line 1166 of file ncp.cpp.
References TVec< TVal >::Len().
Referenced by PlotNcpMin(), PlotRewNcpMin(), and SaveTxtNcpMin().
{ double MinX1=1, MinY1=1; for (int k = 0; k < Ncp.Len(); k++) { if (Ncp[k].Val2<MinY1) { MinX1=Ncp[k].Val1; MinY1=Ncp[k].Val2; } } return TFltPr(MinX1<1?1:MinX1, MinY1); }
void TNcpGraphsBase::Impose | ( | const TStr & | OutFNm, |
const int & | TopN, | ||
const bool & | Smooth | ||
) |
Definition at line 1124 of file ncp.cpp.
References TGnuPlot::AddPlot(), GNmV, gpsLog10XY, gpwLines, TVec< TVal >::Len(), TMath::Mn(), NcpV, TGnuPlot::SavePng(), and TGnuPlot::SetScale().
Referenced by PlotDataset().
{ TGnuPlot GP(OutFNm); for (int i = 0; i < TMath::Mn(NcpV.Len(), TopN); i++) { GP.AddPlot(NcpV[i], gpwLines, GNmV[i], Smooth?"smooth csplines":""); } GP.SetScale(gpsLog10XY); GP.SavePng(); }
void TNcpGraphsBase::PlotAvgNcp | ( | const TStr & | OutFNm, |
const TVec< TFltPrV > & | NcpVec, | ||
const int & | MinSz, | ||
const double & | MaxMinY | ||
) |
Definition at line 1247 of file ncp.cpp.
References TMom::Add(), THash< TKey, TDat, THashFunc >::AddDat(), gpsLog, gpwLines, GSizeV, TVec< TVal >::Len(), TGnuPlot::PlotValMomH(), and TMath::Round().
{ THash<TFlt, TMom> MomH; int Cnt=0; for (int i = 0; i < NcpVec.Len(); i++) { if (GSizeV[i].Val1 < MinSz) { continue; } const TFltPrV& Ncp = NcpVec[i]; double MinX=1, MinY=1; for (int k = 0; k < Ncp.Len(); k++){ if (Ncp[k].Val2<MinY) { MinX=Ncp[k].Val1; MinY=Ncp[k].Val2; } } if (MinY > MaxMinY) { continue; } Cnt++; //const double Coef = (1-0.0001)/(1.0-MinY); for (int k = 0; k < Ncp.Len(); k++){ //MomH.AddDat(TMath::Round(exp(TMath::Round(log(Ncp[k].Val1()), 2)),2)).Add(0.0001+(Ncp[k].Val2-MinY)*Coef); MomH.AddDat(TMath::Round(exp(TMath::Round(log(Ncp[k].Val1()), 1)),0)).Add(Ncp[k].Val2); } } TGnuPlot::PlotValMomH(MomH, OutFNm, "", "size of the cluster, k", "phi(k)", gpsLog, gpwLines, true, true,true,true); printf(" minSz: %d, miny %g\t%d\n", MinSz, MaxMinY, Cnt); }
void TNcpGraphsBase::PlotBestWhisker | ( | const TStr & | OutFNm, |
const bool & | VsGraphN = false |
||
) |
Definition at line 1217 of file ncp.cpp.
References TVec< TVal >::Add(), TVec< TVal >::Empty(), gpsLog, gpsLog10Y, gpwLinesPoints, GSizeV, TVec< TVal >::Len(), ParamValV, TGnuPlot::PlotValV(), TVec< TVal >::Sort(), and WhiskerV.
Referenced by PlotDataset().
{ TFltPrV GSzMinK, GSzMinY; for (int i = 0; i < GSizeV.Len(); i++) { if (WhiskerV[i].Val1()>0) { const double X = VsGraphN ? (!ParamValV.Empty()?ParamValV[i]():i+1) : GSizeV[i].Val1(); GSzMinK.Add(TFltPr(X, WhiskerV[i].Val1())); GSzMinY.Add(TFltPr(X, WhiskerV[i].Val2())); } } GSzMinK.Sort(); GSzMinY.Sort(); const TStr XLabel = VsGraphN ? (!ParamValV.Empty()?"parameter value":"network number") : "network size"; TGnuPlot::PlotValV(GSzMinK, TStr("bestW-")+OutFNm, "Network", XLabel, "size of best whisker", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); TGnuPlot::PlotValV(GSzMinY, TStr("condAtBestW-")+OutFNm, "Network", XLabel, "conductance of best whisker", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); }
void TNcpGraphsBase::PlotDataset | ( | const TStr & | InFNmWc, |
const TStr & | OutFNm, | ||
const bool & | ImposeNcp = false , |
||
const bool & | VsGraphN = false |
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) | [static] |
Definition at line 1281 of file ncp.cpp.
References Impose(), PlotBestWhisker(), PlotNcpMin(), PlotRewBestWhisker(), and PlotRewNcpMin().
{ TNcpGraphsBase NcpBs(InFNmWc); //NcpBs.Save(TFOut(OutFNm+".NcpBase")); //TNcpGraphsBase NcpBs(TFIn(OutFNm+".NcpBase")); if (ImposeNcp) { NcpBs.Impose(OutFNm+"5R", 5, false); NcpBs.Impose(OutFNm+"5S", 5, true); NcpBs.Impose(OutFNm+"R", 10, false); NcpBs.Impose(OutFNm+"S", 10, true); } NcpBs.PlotNcpMin(OutFNm, VsGraphN); //NcpBs.SaveTxtNcpMin(OutFNm, VsGraphN); NcpBs.PlotRewNcpMin(OutFNm, VsGraphN); NcpBs.PlotBestWhisker(OutFNm, VsGraphN); NcpBs.PlotRewBestWhisker(OutFNm, VsGraphN); //NcpBs.PlotAvgNcp(OutFNm+"AvgNcp", NcpBs.NcpV, 1, 1); //NcpBs.PlotAvgNcp(OutFNm+"AvgRewNcp", NcpBs.RewNcpV, 1, 1); /*NcpBs.PlotAvgNcp(OutFNm+"AvgNcp2", NcpBs.NcpV, 100, 0.1); NcpBs.PlotAvgNcp(OutFNm+"AvgNcp3", NcpBs.NcpV, 100, 0.01); NcpBs.PlotAvgNcp(OutFNm+"AvgNcp4", NcpBs.NcpV, 100, 0.001); NcpBs.PlotAvgNcp(OutFNm+"AvgNcp5", NcpBs.NcpV, 100, 0.0001); NcpBs.PlotAvgNcp(OutFNm+"RewNcp1", NcpBs.RewNcpV, 1000, 1); NcpBs.PlotAvgNcp(OutFNm+"RewNcp2", NcpBs.RewNcpV, 100, 0.1); NcpBs.PlotAvgNcp(OutFNm+"RewNcp3", NcpBs.RewNcpV, 100, 0.01); NcpBs.PlotAvgNcp(OutFNm+"RewNcp4", NcpBs.RewNcpV, 100, 0.001); NcpBs.PlotAvgNcp(OutFNm+"RewNcp5", NcpBs.RewNcpV, 100, 0.0001); NcpBs.PlotAvgNcp(OutFNm+"WhiskNcp1", NcpBs.WhiskNcpV, 1000, 1); NcpBs.PlotAvgNcp(OutFNm+"WhiskNcp2", NcpBs.WhiskNcpV, 100, 0.1); NcpBs.PlotAvgNcp(OutFNm+"WhiskNcp3", NcpBs.WhiskNcpV, 100, 0.01); NcpBs.PlotAvgNcp(OutFNm+"WhiskNcp4", NcpBs.WhiskNcpV, 100, 0.001); NcpBs.PlotAvgNcp(OutFNm+"WhiskNcp5", NcpBs.WhiskNcpV, 100, 0.0001); NcpBs.PlotAvgNcp(OutFNm+"WhiskNcp6", NcpBs.WhiskNcpV, 100, 0.00004); NcpBs.PlotAvgNcp(OutFNm+"WhiskNcp7", NcpBs.WhiskNcpV, 100, 0.00005);*/ //NcpBs.SaveTxt(OutFNm+"bestK.txt"); }
void TNcpGraphsBase::PlotNcpMin | ( | const TStr & | OutFNm, |
const bool & | VsGraphN = false |
||
) |
Definition at line 1173 of file ncp.cpp.
References TVec< TVal >::Add(), TVec< TVal >::Empty(), GetXYAtMinY(), gpsLog, gpsLog10Y, gpwLinesPoints, GSizeV, TVec< TVal >::Len(), NcpV, ParamValV, TGnuPlot::PlotValV(), TVec< TVal >::Sort(), TPair< TVal1, TVal2 >::Val1, and TPair< TVal1, TVal2 >::Val2.
Referenced by PlotDataset().
{ TFltPrV GSzMinK, GSzMinY; for (int i = 0; i < NcpV.Len(); i++) { const TFltPr XYAtMinY = GetXYAtMinY(NcpV[i], GSizeV[i].Val1); const double X = VsGraphN ? (!ParamValV.Empty()?ParamValV[i]():i+1) : GSizeV[i].Val1(); GSzMinK.Add(TFltPr(X, XYAtMinY.Val1)); GSzMinY.Add(TFltPr(X, XYAtMinY.Val2)); } GSzMinK.Sort(); GSzMinY.Sort(); const TStr XLabel = VsGraphN ? (!ParamValV.Empty()?"parameter value":"network number") : "network size"; TGnuPlot::PlotValV(GSzMinK, TStr("bestK-")+OutFNm, "Network", XLabel, "size of best cluster", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); TGnuPlot::PlotValV(GSzMinY, TStr("condAtBestK-")+OutFNm, "Network", XLabel, "conductance of best cluster", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); }
void TNcpGraphsBase::PlotRewBestWhisker | ( | const TStr & | OutFNm, |
const bool & | VsGraphN = false |
||
) |
Definition at line 1232 of file ncp.cpp.
References TVec< TVal >::Add(), TVec< TVal >::Empty(), gpsLog, gpsLog10Y, gpwLinesPoints, GSizeV, TVec< TVal >::Len(), ParamValV, TGnuPlot::PlotValV(), RewWhiskerV, TVec< TVal >::Sort(), and WhiskerV.
Referenced by PlotDataset().
{ TFltPrV GSzMinK, GSzMinY; for (int i = 0; i < GSizeV.Len(); i++) { if (WhiskerV[i].Val1()>0) { const double X = VsGraphN ? (!ParamValV.Empty()?ParamValV[i]():i+1) : GSizeV[i].Val1(); GSzMinK.Add(TFltPr(X, RewWhiskerV[i].Val1())); GSzMinY.Add(TFltPr(X, RewWhiskerV[i].Val2())); } } GSzMinK.Sort(); GSzMinY.Sort(); const TStr XLabel = VsGraphN ? (!ParamValV.Empty()?"parameter value":"network number") : "network size"; TGnuPlot::PlotValV(GSzMinK, TStr("bestWR-")+OutFNm, "Rewired network", XLabel, "size of best rewired whisker", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); TGnuPlot::PlotValV(GSzMinY, TStr("condAtBestWR-")+OutFNm, "Rewired network", XLabel, "conductance of best rewired whisker", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); }
void TNcpGraphsBase::PlotRewNcpMin | ( | const TStr & | OutFNm, |
const bool & | VsGraphN = false |
||
) |
Definition at line 1203 of file ncp.cpp.
References TVec< TVal >::Add(), TVec< TVal >::Empty(), GetXYAtMinY(), gpsLog, gpsLog10Y, gpwLinesPoints, GSizeV, TVec< TVal >::Len(), NcpV, ParamValV, TGnuPlot::PlotValV(), RewNcpV, TVec< TVal >::Sort(), TPair< TVal1, TVal2 >::Val1, and TPair< TVal1, TVal2 >::Val2.
Referenced by PlotDataset().
{ TFltPrV GSzMinK, GSzMinY; for (int i = 0; i < NcpV.Len(); i++) { const TFltPr XYAtMinY = GetXYAtMinY(RewNcpV[i], GSizeV[i].Val1); const double X = VsGraphN ? (!ParamValV.Empty()?ParamValV[i]():i+1) : GSizeV[i].Val1(); GSzMinK.Add(TFltPr(X, XYAtMinY.Val1)); GSzMinY.Add(TFltPr(X, XYAtMinY.Val2)); } GSzMinK.Sort(); GSzMinY.Sort(); const TStr XLabel = VsGraphN ? (!ParamValV.Empty()?"parameter value":"network number") : "network size"; TGnuPlot::PlotValV(GSzMinK, TStr("bestR-")+OutFNm, "Rewired network", XLabel, "size of best cluster", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); TGnuPlot::PlotValV(GSzMinY, TStr("condAtBestR-")+OutFNm, "Rewired network", XLabel, "conductance of best cluster", VsGraphN?gpsLog10Y:gpsLog, false, gpwLinesPoints); }
void TNcpGraphsBase::Save | ( | TSOut & | SOut | ) | const |
Definition at line 1118 of file ncp.cpp.
References GNmV, GSizeV, NcpV, RewNcpV, RewWhiskerV, TVec< TVal >::Save(), WhiskerV, and WhiskNcpV.
{ GNmV.Save(SOut); GSizeV.Save(SOut); WhiskerV.Save(SOut); RewWhiskerV.Save(SOut); NcpV.Save(SOut); RewNcpV.Save(SOut); WhiskNcpV.Save(SOut); }
void TNcpGraphsBase::SaveTxt | ( | const TStr & | OutFNm | ) |
Definition at line 1267 of file ncp.cpp.
References TStr::CStr(), GNmV, GSizeV, TVec< TVal >::Len(), NcpV, and WhiskerV.
{ FILE *F=fopen(OutFNm.CStr(), "wt"); fprintf(F, "#Nodes\tEdges\tBestK\tPhi(BestK)\tMaxWhiskN\tPhi(MaxWhisk)\tGraph\n"); for (int i = 0; i < NcpV.Len(); i++) { const TFltPrV& Ncp = NcpV[i]; double MinX=1, MinY=1; for (int k = 0; k < Ncp.Len(); k++){ if (Ncp[k].Val2<MinY) { MinX=Ncp[k].Val1; MinY=Ncp[k].Val2; } } fprintf(F, "%d\t%d\t%d\t%f\t%d\t%f\t%s\n", GSizeV[i].Val1(), GSizeV[i].Val2(), int(MinX), MinY, int(WhiskerV[i].Val1), WhiskerV[i].Val2(), GNmV[i].CStr()); } fclose(F); }
void TNcpGraphsBase::SaveTxtNcpMin | ( | const TStr & | OutFNm, |
const bool & | VsGraphN = false |
||
) |
Definition at line 1187 of file ncp.cpp.
References TVec< TVal >::Add(), TStr::CStr(), TVec< TVal >::Empty(), TStr::Fmt(), GetXYAtMinY(), GNmV, GSizeV, TVec< TVal >::Len(), NcpV, ParamValV, TVec< TVal >::Sort(), TPair< TVal1, TVal2 >::Val1, and TPair< TVal1, TVal2 >::Val2.
{ TVec<TQuad<TInt, TInt, TFlt, TStr> > GSzMinK; for (int i = 0; i < NcpV.Len(); i++) { const TFltPr XYAtMinY = GetXYAtMinY(NcpV[i], GSizeV[i].Val1); const double X = VsGraphN ? (!ParamValV.Empty()?ParamValV[i]():i+1) : GSizeV[i].Val1(); GSzMinK.Add(TQuad<TInt, TInt, TFlt, TStr>((int)X, (int)XYAtMinY.Val1(), XYAtMinY.Val2, GNmV[i])); } GSzMinK.Sort(); FILE *F = fopen(TStr::Fmt("bestK-%s.txt", OutFNm.CStr()).CStr(), "wt"); fprintf(F, "#nodes\tbestK\tcondAtBestK\tgraph name\n"); for (int i = 0; i < GSzMinK.Len(); i++) { fprintf(F, "%d\t%d\t%f\t%s\n", GSzMinK[i].Val1(), GSzMinK[i].Val2(), GSzMinK[i].Val3(), GSzMinK[i].Val4.CStr()); } fclose(F); }
TStrV TNcpGraphsBase::GNmV [private] |
Definition at line 243 of file ncp.h.
Referenced by Impose(), Save(), SaveTxt(), SaveTxtNcpMin(), and TNcpGraphsBase().
TIntPrV TNcpGraphsBase::GSizeV [private] |
Definition at line 245 of file ncp.h.
Referenced by PlotAvgNcp(), PlotBestWhisker(), PlotNcpMin(), PlotRewBestWhisker(), PlotRewNcpMin(), Save(), SaveTxt(), SaveTxtNcpMin(), and TNcpGraphsBase().
TVec<TFltPrV> TNcpGraphsBase::NcpV [private] |
Definition at line 247 of file ncp.h.
Referenced by Impose(), PlotNcpMin(), PlotRewNcpMin(), Save(), SaveTxt(), SaveTxtNcpMin(), and TNcpGraphsBase().
TFltV TNcpGraphsBase::ParamValV [private] |
Definition at line 244 of file ncp.h.
Referenced by PlotBestWhisker(), PlotNcpMin(), PlotRewBestWhisker(), PlotRewNcpMin(), SaveTxtNcpMin(), and TNcpGraphsBase().
TVec<TFltPrV> TNcpGraphsBase::RewNcpV [private] |
Definition at line 248 of file ncp.h.
Referenced by PlotRewNcpMin(), Save(), and TNcpGraphsBase().
TFltPrV TNcpGraphsBase::RewWhiskerV [private] |
Definition at line 246 of file ncp.h.
Referenced by PlotRewBestWhisker(), Save(), and TNcpGraphsBase().
TFltPrV TNcpGraphsBase::WhiskerV [private] |
Definition at line 246 of file ncp.h.
Referenced by PlotBestWhisker(), PlotRewBestWhisker(), Save(), SaveTxt(), and TNcpGraphsBase().
TVec<TFltPrV> TNcpGraphsBase::WhiskNcpV [private] |
Definition at line 249 of file ncp.h.
Referenced by Save(), and TNcpGraphsBase().