#include <NCCoordinateConverter.h>
Public Member Functions | |
| CoordinateConverter () | |
| virtual | ~CoordinateConverter () |
| void | Prepare (const Registry &r, bool hush=false) |
| SystPars | SystParsFromCoordNDim (const Fitter::CoordNDim &coord) const |
| Translates between fitter's coordinates and systematic parameters. | |
| OscProb::OscPars * | OscParsFromCoordNDim (const Fitter::CoordNDim &coords) const |
| Translates between fitter's coordinates and oscillation parameters. | |
| Fitter::CoordNDim | CoordNDimFromOscPars (const OscProb::OscPars *pars) const |
| Translates between oscillation parameters and fitter's coordinates. | |
| int | FitterIndex (NCType::EFitParam par) const |
| NCParameter | ParameterForFitterIndex (int idx) const |
| NCParameter | ParameterForFitParam (NCType::EFitParam par) const |
| bool | IsFit (NCType::EFitParam par) const |
| int | NumParameters () const |
| bool | IsSystematic (NCType::EFitParam par) const |
| TH1 * | AxesForParameter (TString name, TString title, NCType::EFitParam x, TString yAx) const |
| TH1 * | AxesForParameter (TString name, TString title, int x, TString yAx) const |
| TH2 * | AxesForParameters (TString name, TString title, int x, int y) const |
| TH2 * | AxesForParameters (TString name, TString title, NCType::EFitParam x, NCType::EFitParam y) const |
| std::vector< double > | VectorFromSystPars (const NC::SystPars &s) const |
Static Public Member Functions | |
| const Registry & | DefaultConfig () |
Public Attributes | |
| std::vector< NCParameter > | fFitParams |
| List of details of parameters used in the fit. | |
Private Member Functions | |
| int | AddParameter (std::string shortName, std::string latexName, double min, double max, double prec, bool limit) |
| Add an NCParameter with this description to fFitParams and return its index. | |
| int | AddSystematicParameter (NCType::EFitParam) |
| Look up the systematic parameter and then forward to AddParameter. | |
| void | TryAddSystematic (const Registry &r, NCType::EFitParam p) |
| Add systematic p to fFitParams if r thinks we should. | |
| void | PrepareSystematics (const Registry &r) |
| Adds the systematics requested in r to fFitParams. | |
| void | PrepareOscillations (const Registry &r) |
| Adds the systematics required for fOscillationModel to fFitParams. | |
| double | ChooseValue (NCType::EFitParam param, const NC::Fitter::CoordNDim &coords) const |
| Return fixed value of param if not fit, else value from coords. | |
Private Attributes | |
| int | fLoc [NCType::kNumParameters] |
| Mapping from EFitParam constants to fitter coordinate indices. | |
| double | fFixedVals [NCType::kNumParameters] |
| Mapping from EFitParam constants to fixed value, if the parameter is not fit. | |
| NCType::EOscModel | fOscillationModel |
| double | fPrecScale |
Definition at line 68 of file NCCoordinateConverter.h.
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Definition at line 98 of file NCCoordinateConverter.cxx. References fFixedVals, and fLoc. 00099 {
00100 for(int n = 0; n < kNumParameters; ++n){
00101 fLoc[n] = -1;
00102 fFixedVals[n] = -9999;
00103 }
00104 }
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Definition at line 72 of file NCCoordinateConverter.h. 00072 {}
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Add an NCParameter with this description to fFitParams and return its index.
Definition at line 621 of file NCCoordinateConverter.cxx. References fFitParams, fPrecScale, max, and min. Referenced by AddSystematicParameter(), and PrepareOscillations(). 00627 {
00628 assert(fPrecScale > 0);
00629
00630 const double defaultPrec = .01;
00631 if(prec < 0) prec = TMath::Abs((max - min)*defaultPrec);
00632
00633 fFitParams.push_back(NCParameter(shortName, latexName, min, max,
00634 prec/fPrecScale, limit));
00635 return fFitParams.size()-1;
00636 }
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Look up the systematic parameter and then forward to AddParameter.
Definition at line 639 of file NCCoordinateConverter.cxx. References AddParameter(), NCType::kParams, NCType::ParamDef::latexName, and NCType::ParamDef::sigma. Referenced by TryAddSystematic(). 00640 {
00641 const double sigma = kParams[p].sigma;
00642 return AddParameter(kParams[p].name.Data(), kParams[p].latexName.Data(),
00643 -sigma, sigma, -1, false);
00644 }
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Definition at line 674 of file NCCoordinateConverter.cxx. References AxesForNCParameter(), and ParameterForFitterIndex(). 00678 {
00679 const NCParameter xp = ParameterForFitterIndex(x);
00680
00681 return AxesForNCParameter(name, title, xp, yLabel);
00682 }
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Definition at line 663 of file NCCoordinateConverter.cxx. References AxesForNCParameter(), and ParameterForFitParam(). 00667 {
00668 const NCParameter xp = ParameterForFitParam(x);
00669
00670 return AxesForNCParameter(name, title, xp, yLabel);
00671 }
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Definition at line 703 of file NCCoordinateConverter.cxx. References AxesForNCParameters(), and ParameterForFitParam(). 00707 {
00708 const NCParameter xp = ParameterForFitParam(x);
00709 const NCParameter yp = ParameterForFitParam(y);
00710
00711 return AxesForNCParameters(name, title, xp, yp);
00712 }
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Definition at line 715 of file NCCoordinateConverter.cxx. References AxesForNCParameters(), and ParameterForFitterIndex(). Referenced by NC::FitMaster::DrawAndWriteContourGraphs(). 00718 {
00719 const NCParameter xp = ParameterForFitterIndex(x);
00720 const NCParameter yp = ParameterForFitterIndex(y);
00721
00722 return AxesForNCParameters(name, title, xp, yp);
00723 }
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Return fixed value of param if not fit, else value from coords.
Definition at line 335 of file NCCoordinateConverter.cxx. References NC::Fitter::CoordNDim, fFixedVals, fLoc, and IsFit(). 00336 {
00337 if(IsFit(param))
00338 return coords.at(fLoc[param]);
00339 else
00340 return fFixedVals[param];
00341 }
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Translates between oscillation parameters and fitter's coordinates. pars must be the same model as fOscillationModel
Definition at line 550 of file NCCoordinateConverter.cxx. References NC::Fitter::CoordNDim, NCType::EFitParam, FitterIndex(), NC::OscProb::OscPars::GetParameterValue(), IsFit(), IsSystematic(), NCType::kDeltaMSqr, NCType::kDeltaMSqr12, NCType::kDeltaMSqr31, NCType::kDeltaMSqr32, NCType::kDeltaMSqr41, and NC::OscProb::OscPars::OscillationModel(). Referenced by NC::FitMaster::Run(). 00551 {
00552 assert(pars->OscillationModel() == fOscillationModel);
00553
00554 CoordNDim ret;
00555
00556 using namespace NCType;
00557
00558 for(int n = 0; n < kNumParameters; ++n){
00559 const EFitParam par = EFitParam(n);
00560 if(IsFit(par) && !IsSystematic(par)){
00561 const unsigned int loc = FitterIndex(par);
00562 if(ret.size() <= loc) ret.resize(loc+1);
00563 double parval = pars->GetParameterValue(par);
00564 // Have to undo 1e3 factor in deltam values. TODO better
00565 if(par == kDeltaMSqr || par == kDeltaMSqr12 || par == kDeltaMSqr31 ||
00566 par == kDeltaMSqr32 || par == kDeltaMSqr41 || par == kDeltaMSqr43)
00567 parval *= 1e3;
00568 ret[loc] = parval;
00569 }
00570 }
00571
00572 return ret;
00573 }
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Definition at line 107 of file NCCoordinateConverter.cxx. References Registry::LockValues(), Registry::Set(), and Registry::UnLockValues(). 00108 {
00109 static Registry r;
00110
00111 r.UnLockValues();
00112
00113 r.Set("PrecScale", 1.0);
00114
00115 r.Set("DeltaCP3FlavorVal", 0.0);
00116
00117 // Whether to fit particular parameters
00118 r.Set("FitUE3Sqr", false);
00119 r.Set("FitTheta13", false);
00120 r.Set("FitDelta1", false);
00121 r.Set("FitDelta2", false);
00122
00123 r.Set("FitTheta14", true);
00124 r.Set("FitTheta24", true);
00125 r.Set("FitTheta23", true);
00126
00127 // Fixed values to use for the parameters if not fitting them
00128 r.Set("UE3SqrVal", 0.);
00129 r.Set("Theta13Val", 0.);
00130 r.Set("Delta1Val", 0.);
00131 r.Set("Delta2Val", 0.);
00132
00133 r.Set("Theta14Val", 0.);
00134 r.Set("Theta24Val", 0.);
00135 r.Set("Theta23Val", 0.);
00136
00137
00138 r.LockValues();
00139 return r;
00140 }
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Definition at line 576 of file NCCoordinateConverter.cxx. References fLoc, and NCType::kNumParameters. Referenced by CoordNDimFromOscPars(), NC::FitMaster::DrawAndWriteContourGraphs(), NC::FitMaster::GetContourMinuit(), ParameterForFitParam(), and NC::FitMaster::Run(). 00577 {
00578 assert(int(par) >= 0 && par < kNumParameters);
00579 assert(fLoc[par] != -1);
00580 return fLoc[par];
00581 }
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Definition at line 599 of file NCCoordinateConverter.cxx. References fLoc. Referenced by ChooseValue(), CoordNDimFromOscPars(), NCExtrapolationFarNear::FindSpectraForPars(), NCExtrapolationModule::GetListOfShifts(), NumParameters(), and VectorFromSystPars(). 00600 {
00601 return fLoc[par] != -1;
00602 }
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Definition at line 614 of file NCCoordinateConverter.cxx. Referenced by CoordNDimFromOscPars(), and VectorFromSystPars(). 00615 {
00616 assert(par < NCType::kNumParameters);
00617 return par < NCType::kNumSystematicParameters;
00618 }
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Definition at line 605 of file NCCoordinateConverter.cxx. References IsFit(). 00606 {
00607 int fit = 0;
00608 for(int n = 0; n < NCType::kNumParameters; ++n)
00609 if(IsFit(NCType::EFitParam(n))) ++fit;
00610 return fit;
00611 }
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Translates between fitter's coordinates and oscillation parameters. Caller is responsible for deleting the returned parameters
Referenced by NC::GetChiSqrFromDerived::EvalAtEx(), NCExtrapolation::GetBestFitOscPars(), and NCExtrapolation::SetBestFitCoordNDim(). |
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Definition at line 593 of file NCCoordinateConverter.cxx. References FitterIndex(), and ParameterForFitterIndex(). Referenced by AxesForParameter(), AxesForParameters(), NC::FitMaster::DrawAndWriteContourGraphs(), and NC::FitMaster::Run(). 00594 {
00595 return ParameterForFitterIndex(FitterIndex(par));
00596 }
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Definition at line 584 of file NCCoordinateConverter.cxx. References fFitParams. Referenced by AxesForParameter(), AxesForParameters(), NC::FitMaster::GetBestFitPointAsRegistry(), ParameterForFitParam(), and NC::FitMaster::Run(). 00585 {
00586 assert(idx >= 0 && idx < int(fFitParams.size()));
00587
00588 return fFitParams[idx];
00589 }
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Definition at line 344 of file NCCoordinateConverter.cxx. References NCType::EOscModel, fFitParams, fFixedVals, fOscillationModel, fPrecScale, Registry::Get(), MSG, PrepareOscillations(), and PrepareSystematics(). Referenced by NCExtrapolationModule::GetListOfShifts(), NC::FitMaster::Prepare(), and NCExtrapolation::Prepare(). 00345 {
00346 int tmpi;
00347 double tmpd;
00348
00349 if(r.Get("DeltaCP3FlavorVal", tmpd)) fFixedVals[kDelta13] = tmpd;
00350 if(r.Get("UE3SqrVal", tmpd)) fFixedVals[kUE3Sqr] = tmpd;
00351 if(r.Get("Theta13Val", tmpd)) fFixedVals[kTheta13] = tmpd;
00352 if(r.Get("Delta1Val", tmpd)) fFixedVals[kDelta1] = tmpd;
00353 if(r.Get("Delta2Val", tmpd)) fFixedVals[kDelta2] = tmpd;
00354 if(r.Get("Theta14Val", tmpd)) fFixedVals[kTheta14] = tmpd;
00355 if(r.Get("Theta24Val", tmpd)) fFixedVals[kTheta24] = tmpd;
00356 if(r.Get("Theta23Val", tmpd)) fFixedVals[kTheta23] = tmpd;
00357
00358
00359 if(r.Get("PrecScale", tmpd)) fPrecScale = tmpd;
00360
00361 if(r.Get("OscillationModel", tmpi)) fOscillationModel = NCType::EOscModel(tmpi);
00362
00363 PrepareOscillations(r);
00364 PrepareSystematics(r);
00365
00366 if(!hush){
00367 MSG("NCCoordConv", Msg::kInfo) << "parameter names, labels, etc:" << endl;
00368
00369 for(unsigned int i = 0; i < fFitParams.size(); ++i)
00370 MSG("NCCoordConv", Msg::kInfo) << fFitParams[i].ShortName() << "\t"
00371 << fFitParams[i].LatexName() << "\t"
00372 << fFitParams[i].Min() << " to "
00373 << fFitParams[i].Max() << " in "
00374 << fFitParams[i].Precision() << " with "
00375 << (fFitParams[i].UseLimits() ?
00376 "binding" : "non-binding")
00377 << " limits" << endl;
00378 }
00379 }
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Adds the systematics required for fOscillationModel to fFitParams.
Definition at line 164 of file NCCoordinateConverter.cxx. References AddParameter(), fLoc, fOscillationModel, Registry::Get(), NCType::kDecay, NCType::kDecoherence, NCType::kFourFlavorDelta41Is0, NCType::kFourFlavorDelta43Is0, NCType::kFourFlavorDelta43IsBig, NCType::kFourFlavorGeneral, NCType::kNoOscillations, NCType::kSterileFraction, NCType::kSterileFractionTauNorm, and NCType::kThreeFlavor. Referenced by Prepare(). 00165 {
00166 const int kNumUMu3SqrBins = 100;
00167 const double kUMu3SqrStart = 1e-3;
00168 const double kUMu3SqrEnd = 1;
00169 const double kDeltaUMu3Sqr = (kUMu3SqrEnd-kUMu3SqrStart)/kNumUMu3SqrBins;
00170
00171 const int kNumDeltaMSqrBins = 300;
00172 const double kDeltaMSqrStart = 1.5;
00173 const double kDeltaMSqrEnd = 4.5;
00174 const double kDeltaDeltaMSqr = (kDeltaMSqrEnd-kDeltaMSqrStart)/kNumDeltaMSqrBins;
00175
00176 int tmpb;
00177
00178 switch(fOscillationModel){
00179 case kThreeFlavor:
00180 fLoc[kDeltaMSqr32] = AddParameter("dmsq_32", "#Deltam^{2}_{32} (10^{-3} eV^{2})",
00181 kDeltaMSqrStart,
00182 kDeltaMSqrEnd,
00183 kDeltaDeltaMSqr, true);
00184
00185 if(r.Get("FitUE3Sqr", tmpb) && tmpb){
00186 fLoc[kTheta13] = AddParameter("theta13", "#theta_{13}",
00187 0, TMath::Pi()*2, -1, true);
00188 }
00189
00190 if(r.Get("FitTheta23", tmpb) && tmpb){
00191 fLoc[kTheta23] = AddParameter("theta23", "#theta_{23}",
00192 0, TMath::Pi()*2, -1, true);
00193 }
00194
00195 return;
00196
00197 case kNoOscillations:
00198 return;
00199
00200 case kFourFlavorGeneral:
00201 case kFourFlavorDelta43IsBig:
00202 case kFourFlavorDelta43Is0:
00203 case kFourFlavorDelta41Is0:
00204
00205 if(r.Get("FitTheta13", tmpb) && tmpb){
00206 fLoc[kTheta13] = AddParameter("theta13", "#theta_{13}",
00207 0, TMath::Pi()*2, -1, true);
00208 }
00209
00210 if(r.Get("FitTheta23", tmpb) && tmpb){
00211 fLoc[kTheta23] = AddParameter("theta23", "#theta_{23}",
00212 0, TMath::Pi()/2, -1, true);
00213 }
00214
00215 if(fOscillationModel != kFourFlavorDelta41Is0){
00216
00217 if(r.Get("FitTheta14", tmpb) && tmpb){
00218 fLoc[kTheta14] = AddParameter("theta14", "#theta_{14}",
00219 0, TMath::Pi()*2, -1, true);
00220 }
00221
00222 if(r.Get("FitTheta24", tmpb) && tmpb){
00223 fLoc[kTheta24] = AddParameter("theta24", "#theta_{24}",
00224 0, TMath::Pi()/3, -1, true);
00225 }
00226
00227 if(r.Get("FitDelta1", tmpb) && tmpb){
00228 fLoc[kDelta1] = AddParameter("delta1", "#delta_{1}",
00229 0, TMath::Pi()*2, -1, true);
00230 }
00231
00232 if(fOscillationModel != kFourFlavorDelta43Is0){
00233 if(r.Get("FitDelta2", tmpb) && tmpb){
00234 fLoc[kDelta2] = AddParameter("delta2", "#delta_{2}",
00235 0, TMath::Pi()*2, -1, true);
00236 }
00237 }
00238 } // end if not Delta41=0
00239
00240 if(fOscillationModel != kFourFlavorDelta43Is0){
00241 fLoc[kTheta34] = AddParameter("theta34", "#theta_{34}",
00242 0, TMath::Pi()/3, -1, true);
00243 }
00244
00245
00246 // TODO - How big should the ranges on all these mass scales be?
00247 fLoc[kDeltaMSqr31] = AddParameter("dmsq_31", "#Deltam^{2}_{31} (10^{-3} eV^{2})",
00248 kDeltaMSqrStart,
00249 kDeltaMSqrEnd,
00250 kDeltaDeltaMSqr, true);
00251
00252 if(fOscillationModel != kFourFlavorDelta43IsBig &&
00253 fOscillationModel != kFourFlavorDelta43Is0 &&
00254 fOscillationModel != kFourFlavorDelta41Is0){
00255
00256 fLoc[kDeltaMSqr41] = AddParameter("dmsq_41", "#Deltam^{2}_{41} (10^{-3} eV^{2})",
00257 kDeltaMSqrStart,
00258 kDeltaMSqrEnd,
00259 kDeltaDeltaMSqr, true);
00260
00261 fLoc[kDeltaMSqr43] = AddParameter("dmsq_43", "#Deltam^{2}_{43} (10^{-3} eV^{2})",
00262 kDeltaMSqrStart,
00263 kDeltaMSqrEnd,
00264 kDeltaDeltaMSqr, true);
00265 }
00266
00267 return;
00268
00269 case kSterileFraction:
00270 fLoc[kFs] = AddParameter("fs", "f_{s}", 0, 1, -1, true);
00271
00272 fLoc[kUMu3Sqr] = AddParameter("umu3", "|U_{#mu3}|^{2}",
00273 kUMu3SqrStart,
00274 kUMu3SqrEnd,
00275 kDeltaUMu3Sqr, true);
00276
00277 fLoc[kDeltaMSqr32] = AddParameter("dmsq",
00278 "#Deltam^{2}_{32} (10^{-3} eV^{2})",
00279 kDeltaMSqrStart,
00280 kDeltaMSqrEnd,
00281 kDeltaDeltaMSqr, true);
00282
00283 if(r.Get("FitUE3Sqr", tmpb) && tmpb){
00284 fLoc[kUE3Sqr] = AddParameter("ue3", "|U_{e3}|^{2}", 0, 1, -1, true);
00285 }
00286
00287 return;
00288
00289 case kSterileFractionTauNorm:
00290 //fLoc[kFs] = AddParameter("fs", "f_{s}", 0, 1, -1, true);
00291
00292 fLoc[kUMu3Sqr] = AddParameter("umu3", "|U_{#mu3}|^{2}",
00293 kUMu3SqrStart,
00294 kUMu3SqrEnd,
00295 kDeltaUMu3Sqr, true);
00296 fLoc[kTauScale] = AddParameter("tauscale", "A_{#tau}",
00297 -0.1,
00298 2,
00299 0.01, true);
00300 fLoc[kDeltaMSqr32] = AddParameter("dmsq",
00301 "#Deltam^{2}_{32} (10^{-3} eV^{2})",
00302 kDeltaMSqrStart,
00303 kDeltaMSqrEnd,
00304 kDeltaDeltaMSqr, true);
00305
00306 if(r.Get("FitUE3Sqr", tmpb) && tmpb){
00307 fLoc[kUE3Sqr] = AddParameter("ue3", "|U_{e3}|^{2}", 0, 1, -1, true);
00308 }
00309 return;
00310
00311 case kDecay:
00312 fLoc[kTheta] = AddParameter("theta", "#theta", 0, TMath::Pi()/2, -1, true);
00313
00314 fLoc[kAlpha] = AddParameter("alpha", "#alpha (GeV/km)", 0, 8e-3, -1, true);
00315
00316 // Using a lower limit of zero gets us the pure-decay dchisq
00317 fLoc[kDeltaMSqr] = AddParameter("dmsq_32", "#Deltam^{2} (10^{-3} eV^{2})",0, 4.5, -1, true);
00318
00319 return;
00320
00321 case kDecoherence:
00322 fLoc[kTheta] = AddParameter("theta", "#theta", 0, TMath::Pi()/2, -1, true);
00323
00324 // TODO - range?
00325 fLoc[kMu] = AddParameter("mu", "#mu", 0, 0.2, -1, true);
00326
00327 return;
00328 }
00329
00330 assert(0 && "Unknown oscillation model");
00331 }
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Adds the systematics requested in r to fFitParams.
Definition at line 152 of file NCCoordinateConverter.cxx. References NCType::kAbsoluteHadronicCalibration, NCType::kCCBackground, NCType::kNCBackground, NCType::kNCNearClean, NCType::kNormalization, NCType::kRelativeHadronicCalibration, NCType::kTrackEnergy, and TryAddSystematic(). Referenced by Prepare(). 00153 {
00154 TryAddSystematic(r, kNormalization);
00155 TryAddSystematic(r, kRelativeHadronicCalibration);
00156 TryAddSystematic(r, kAbsoluteHadronicCalibration);
00157 TryAddSystematic(r, kTrackEnergy);
00158 TryAddSystematic(r, kNCBackground);
00159 TryAddSystematic(r, kCCBackground);
00160 TryAddSystematic(r, kNCNearClean);
00161 }
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Translates between fitter's coordinates and systematic parameters.
Referenced by NC::GetChiSqrFromDerived::EvalAtEx(), NCExtrapolation::GetBestFitSysts(), and NCExtrapolation::SetBestFitCoordNDim(). |
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Add systematic p to fFitParams if r thinks we should.
Definition at line 143 of file NCCoordinateConverter.cxx. References AddSystematicParameter(), fLoc, and Registry::Get(). Referenced by PrepareSystematics(). 00145 {
00146 int tmpb;
00147 TString key = "Fit"+NCType::kParams[p].name;
00148 if(r.Get(key, tmpb) && tmpb) fLoc[p] = AddSystematicParameter(p);
00149 }
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Definition at line 727 of file NCCoordinateConverter.cxx. References NCType::EFitParam, NC::SystPars::fShifts, IsFit(), IsSystematic(), NCType::kParams, s(), and NCType::ParamDef::sigma. Referenced by NCExtrapolationPID::FindSpectraForPars(), NCExtrapolationFarNear::FindSpectraForPars(), NCExtrapolationBeamMatrix::FindSpectraForPars(), NCExtrapolationBeamMatrix::WriteResources(), and NCExtrapolationPID::WriteSpectra(). 00728 {
00729 vector<double> shift;
00730
00731 for(int n = 0; n < kNumParameters; ++n){
00732 if(!IsSystematic(EFitParam(n))) continue;
00733
00734 if(IsFit(EFitParam(n))) shift.push_back(s.fShifts[n]/kParams[n].sigma);
00735 }
00736
00737 return shift;
00738 }
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List of details of parameters used in the fit. in the same order as fitter coordinates. Definition at line 165 of file NCCoordinateConverter.h. Referenced by AddParameter(), ParameterForFitterIndex(), Prepare(), and NC::FitMaster::Run(). |
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Mapping from EFitParam constants to fixed value, if the parameter is not fit. Defaults to -9999 Definition at line 154 of file NCCoordinateConverter.h. Referenced by ChooseValue(), CoordinateConverter(), and Prepare(). |
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Mapping from EFitParam constants to fitter coordinate indices. -1 means the parameter isn't used in the fit Definition at line 148 of file NCCoordinateConverter.h. Referenced by ChooseValue(), CoordinateConverter(), FitterIndex(), IsFit(), PrepareOscillations(), and TryAddSystematic(). |
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Definition at line 156 of file NCCoordinateConverter.h. Referenced by Prepare(), and PrepareOscillations(). |
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Definition at line 158 of file NCCoordinateConverter.h. Referenced by AddParameter(), and Prepare(). |
1.3.9.1