aback_LikelihoodD.class.C

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// Class: ReadLikelihoodD
// Automatically generated by MethodBase::MakeClass
//

/* configuration options =====================================================

#GEN -*-*-*-*-*-*-*-*-*-*-*- general info -*-*-*-*-*-*-*-*-*-*-*-

Method         : Likelihood::LikelihoodD
TMVA Release   : 4.2.1         [262657]
ROOT Release   : 6.16/00       [397312]
Creator        : vassalli
Date           : Tue Jul 23 11:55:45 2019
Host           : Linux cvmfswrite01.sdcc.bnl.gov 3.10.0-693.11.6.el7.x86_64 #1 SMP Wed Jan 3 18:09:42 CST 2018 x86_64 x86_64 x86_64 GNU/Linux
Dir            : /direct/phenix+u/vassalli/sphenix/single/Training
Training events: 16285
Analysis type  : [Classification]


#OPT -*-*-*-*-*-*-*-*-*-*-*-*- options -*-*-*-*-*-*-*-*-*-*-*-*-

# Set by User:
V: "False" [Verbose output (short form of "VerbosityLevel" below - overrides the latter one)]
VarTransform: "Decorrelate" [List of variable transformations performed before training, e.g., "D_Background,P_Signal,G,N_AllClasses" for: "Decorrelation, PCA-transformation, Gaussianisation, Normalisation, each for the given class of events ('AllClasses' denotes all events of all classes, if no class indication is given, 'All' is assumed)"]
H: "False" [Print method-specific help message]
TransformOutput: "False" [Transform likelihood output by inverse sigmoid function]
# Default:
VerbosityLevel: "Default" [Verbosity level]
CreateMVAPdfs: "False" [Create PDFs for classifier outputs (signal and background)]
IgnoreNegWeightsInTraining: "False" [Events with negative weights are ignored in the training (but are included for testing and performance evaluation)]
##


#VAR -*-*-*-*-*-*-*-*-*-*-*-* variables *-*-*-*-*-*-*-*-*-*-*-*-

NVar 10
track_deta                    track_deta                    track_deta                    track_deta                                                      'F'    [5.96046447754e-08,1.94615316391]
track_dlayer                  track_dlayer                  track_dlayer                  track_dlayer                                                    'I'    [-31,31]
track_layer                   track_layer                   track_layer                   track_layer                                                     'I'    [0,38]
track_pT                      track_pT                      track_pT                      track_pT                                                        'F'    [0.169785350561,79.8480682373]
approach_dist                 approach_dist                 approach_dist                 approach_dist                                                   'F'    [1.25233009385e-06,44.061088562]
vtx_radius                    vtx_radius                    vtx_radius                    vtx_radius                                                      'F'    [3.56204419596e-37,102.31892395]
vtx_chi2                      vtx_chi2                      vtx_chi2                      vtx_chi2                                                        'F'    [5.22654283354e-38,23.2217674255]
vtxTrackRZ_dist               vtxTrackRZ_dist               vtxTrackRZ_dist               vtxTrackRZ_dist                                                 'F'    [0,114.041381836]
photon_pT                     photon_pT                     photon_pT                     photon_pT                                                       'F'    [0.00301368604414,12548.6572266]
cluster_prob                  cluster_prob                  cluster_prob                  cluster_prob                                                    'F'    [0,0.999658644199]
NSpec 0


============================================================================ */

#include <array>
#include <vector>
#include <cmath>
#include <string>
#include <iostream>

#include <math.h>
#include <cstdlib>
#ifndef IClassifierReader__def
#define IClassifierReader__def

class IClassifierReader {

 public:

   // constructor
   IClassifierReader() : fStatusIsClean( true ) {}
   virtual ~IClassifierReader() {}

   // return classifier response
   virtual double GetMvaValue( const std::vector<double>& inputValues ) const = 0;

   // returns classifier status
   bool IsStatusClean() const { return fStatusIsClean; }

 protected:

   bool fStatusIsClean;
};

#endif

class ReadLikelihoodD : public IClassifierReader {

 public:

   // constructor
   ReadLikelihoodD( std::vector<std::string>& theInputVars )
      : IClassifierReader(),
        fClassName( "ReadLikelihoodD" ),
        fNvars( 10 )
   {
      // the training input variables
      const char* inputVars[] = { "track_deta", "track_dlayer", "track_layer", "track_pT", "approach_dist", "vtx_radius", "vtx_chi2", "vtxTrackRZ_dist", "photon_pT", "cluster_prob" };

      // sanity checks
      if (theInputVars.size() <= 0) {
         std::cout << "Problem in class \"" << fClassName << "\": empty input vector" << std::endl;
         fStatusIsClean = false;
      }

      if (theInputVars.size() != fNvars) {
         std::cout << "Problem in class \"" << fClassName << "\": mismatch in number of input values: "
                   << theInputVars.size() << " != " << fNvars << std::endl;
         fStatusIsClean = false;
      }

      // validate input variables
      for (size_t ivar = 0; ivar < theInputVars.size(); ivar++) {
         if (theInputVars[ivar] != inputVars[ivar]) {
            std::cout << "Problem in class \"" << fClassName << "\": mismatch in input variable names" << std::endl
                      << " for variable [" << ivar << "]: " << theInputVars[ivar].c_str() << " != " << inputVars[ivar] << std::endl;
            fStatusIsClean = false;
         }
      }

      // initialize min and max vectors (for normalisation)
      fVmin[0] = -0.319770902395248;
      fVmax[0] = 5.25737142562866;
      fVmin[1] = -8.3851432800293;
      fVmax[1] = 9.03127002716064;
      fVmin[2] = -1.58143794536591;
      fVmax[2] = 12.9608993530273;
      fVmin[3] = -4.71066999435425;
      fVmax[3] = 23.2455997467041;
      fVmin[4] = -1.4206850528717;
      fVmax[4] = 45.1937522888184;
      fVmin[5] = -5.40208196640015;
      fVmax[5] = 11.2627563476562;
      fVmin[6] = -1.17041885852814;
      fVmax[6] = 17.3980350494385;
      fVmin[7] = -7.2611665725708;
      fVmax[7] = 10.0269527435303;
      fVmin[8] = -0.0789317488670349;
      fVmax[8] = 65.6815338134766;
      fVmin[9] = -0.783646464347839;
      fVmax[9] = 6.53211307525635;

      // initialize input variable types
      fType[0] = 'F';
      fType[1] = 'I';
      fType[2] = 'I';
      fType[3] = 'F';
      fType[4] = 'F';
      fType[5] = 'F';
      fType[6] = 'F';
      fType[7] = 'F';
      fType[8] = 'F';
      fType[9] = 'F';

      // initialize constants
      Initialize();

      // initialize transformation
      InitTransform();
   }

   // destructor
   virtual ~ReadLikelihoodD() {
      Clear(); // method-specific
   }

   // the classifier response
   // "inputValues" is a vector of input values in the same order as the
   // variables given to the constructor
   double GetMvaValue( const std::vector<double>& inputValues ) const override;

 private:

   // method-specific destructor
   void Clear();

   // input variable transformation

   double fDecTF_1[3][10][10];
   void InitTransform_1();
   void Transform_1( std::vector<double> & iv, int sigOrBgd ) const;
   void InitTransform();
   void Transform( std::vector<double> & iv, int sigOrBgd ) const;

   // common member variables
   const char* fClassName;

   const size_t fNvars;
   size_t GetNvar()           const { return fNvars; }
   char   GetType( int ivar ) const { return fType[ivar]; }

   // normalisation of input variables
   double fVmin[10];
   double fVmax[10];
   double NormVariable( double x, double xmin, double xmax ) const {
      // normalise to output range: [-1, 1]
      return 2*(x - xmin)/(xmax - xmin) - 1.0;
   }

   // type of input variable: 'F' or 'I'
   char   fType[10];

   // initialize internal variables
   void Initialize();
   double GetMvaValue__( const std::vector<double>& inputValues ) const;

   // private members (method specific)
   double       fEpsilon;
   static float fRefS[][10000]; // signal reference vector [nvars][max_nbins]
   static float fRefB[][10000]; // backgr reference vector [nvars][max_nbins]

// if a variable has its PDF encoded as a spline0 --> treat it like an Integer valued one
   bool    fHasDiscretPDF[10]; 
   int    fNbin[10]; // number of bins (discrete variables may have less bins)
   double    fHistMin[10]; 
   double    fHistMax[10]; 
   double TransformLikelihoodOutput( double, double ) const;
};

inline void ReadLikelihoodD::Initialize() 
{
   fEpsilon = 2.2250738585072e-305;
   fNbin[0] = 10000;
   fHistMin[0] = -1.45390295982361;
   fHistMax[0] = 69.8683776855469;
   fNbin[1] = 10000;
   fHistMin[1] = -17;
   fHistMax[1] = 16;
   fNbin[2] = 10000;
   fHistMin[2] = -29;
   fHistMax[2] = 21;
   fNbin[3] = 10000;
   fHistMin[3] = -443.857879638672;
   fHistMax[3] = 334.630493164062;
   fNbin[4] = 10000;
   fHistMin[4] = -1.47508466243744;
   fHistMax[4] = 71.0035171508789;
   fNbin[5] = 10000;
   fHistMin[5] = -34.9502449035645;
   fHistMax[5] = 123.450180053711;
   fNbin[6] = 10000;
   fHistMin[6] = -1.56640493869781;
   fHistMax[6] = 18.4207286834717;
   fNbin[7] = 10000;
   fHistMin[7] = -93.1356048583984;
   fHistMax[7] = 88.6128005981445;
   fNbin[8] = 10000;
   fHistMin[8] = -0.0384017527103424;
   fHistMax[8] = 3386.00073242188;
   fNbin[9] = 10000;
   fHistMin[9] = -0.790594637393951;
   fHistMax[9] = 133.29035949707;
   fHasDiscretPDF[0] = false; 
   fHasDiscretPDF[1] = false; 
   fHasDiscretPDF[2] = false; 
   fHasDiscretPDF[3] = false; 
   fHasDiscretPDF[4] = false; 
   fHasDiscretPDF[5] = false; 
   fHasDiscretPDF[6] = false; 
   fHasDiscretPDF[7] = false; 
   fHasDiscretPDF[8] = false; 
   fHasDiscretPDF[9] = false; 
}

inline double ReadLikelihoodD::GetMvaValue__( const std::vector<double>& inputValues ) const
{
   double ps(1), pb(1);
   std::vector<double> inputValuesSig = inputValues;
   std::vector<double> inputValuesBgd = inputValues;
   Transform(inputValuesSig,0);
   Transform(inputValuesBgd,1);
   for (size_t ivar = 0; ivar < GetNvar(); ivar++) {

      // dummy at present... will be used for variable transforms
      double x[2] = { inputValuesSig[ivar], inputValuesBgd[ivar] };

      for (int itype=0; itype < 2; itype++) {

         // interpolate linearly between adjacent bins
         // this is not useful for discrete variables (or forced Spline0)
         int bin = int((x[itype] - fHistMin[ivar])/(fHistMax[ivar] - fHistMin[ivar])*fNbin[ivar]) + 0;

         // since the test data sample is in general different from the training sample
         // it can happen that the min/max of the training sample are trespassed --> correct this
         if      (bin < 0) {
            bin = 0;
            x[itype] = fHistMin[ivar];
         }
         else if (bin >= fNbin[ivar]) {
            bin = fNbin[ivar]-1;
            x[itype] = fHistMax[ivar];
         }

         // find corresponding histogram from cached indices
         float ref = (itype == 0) ? fRefS[ivar][bin] : fRefB[ivar][bin];

         // sanity check
         if (ref < 0) {
            std::cout << "Fatal error in ReadLikelihoodD: bin entry < 0 ==> abort" << std::endl;
            std::exit(1);
         }

         double p = ref;

         if (GetType(ivar) != 'I' && !fHasDiscretPDF[ivar]) {
            float bincenter = (bin + 0.5)/fNbin[ivar]*(fHistMax[ivar] - fHistMin[ivar]) + fHistMin[ivar];
            int nextbin = bin;
            if ((x[itype] > bincenter && bin != fNbin[ivar]-1) || bin == 0) 
               nextbin++;
            else
               nextbin--;  

            double refnext      = (itype == 0) ? fRefS[ivar][nextbin] : fRefB[ivar][nextbin];
            float nextbincenter = (nextbin + 0.5)/fNbin[ivar]*(fHistMax[ivar] - fHistMin[ivar]) + fHistMin[ivar];

            double dx = bincenter - nextbincenter;
            double dy = ref - refnext;
            p += (x[itype] - bincenter) * dy/dx;
         }

         if (p < fEpsilon) p = fEpsilon; // avoid zero response

         if (itype == 0) ps *= p;
         else            pb *= p;
      }            
   }     

   // the likelihood ratio (transform it ?)
   return TransformLikelihoodOutput( ps, pb );   
}

inline double ReadLikelihoodD::TransformLikelihoodOutput( double ps, double pb ) const
{
   // returns transformed or non-transformed output
   if (ps < fEpsilon) ps = fEpsilon;
   if (pb < fEpsilon) pb = fEpsilon;
   double r = ps/(ps + pb);
   if (r >= 1.0) r = 1. - 1.e-15;

   if (false) {
      // inverse Fermi function

      // sanity check
      if      (r <= 0.0) r = fEpsilon;
      else if (r >= 1.0) r = 1. - 1.e-15;

      double tau = 15.0;
      r = - log(1.0/r - 1.0)/tau;
   }

   return r;
}

// Clean up
inline void ReadLikelihoodD::Clear() 
{
   // nothing to clear
}

// signal map
float ReadLikelihoodD::fRefS[][10000] = 
{ 
   { 0.387837052345276, 0.387133687734604, 0.38643079996109, 0.385728389024734, 0.385026484727859, 0.384325057268143, 0.383624166250229, 0.382923752069473, 0.382223814725876, 0.381524413824081, 0.380825519561768, 0.380127042531967, 0.379429131746292, 0.378731667995453, 0.378034740686417, 0.377338260412216, 0.376642316579819, 0.375946849584579, 0.375251889228821, 0.374557435512543, 0.3738634288311, 0.373169958591461, 0.372476994991302, 0.371784538030624, 0.371092528104782, 0.37040102481842, 0.369710028171539, 0.369019538164139, 0.368329495191574, 0.367640018463135, 0.366950988769531, 0.366262465715408, 0.365574449300766, 0.364886909723282, 0.364199876785278, 0.363513320684433, 0.362827301025391, 0.362141758203506, 0.361456692218781, 0.360772132873535, 0.360088050365448, 0.359404474496841, 0.358721435070038, 0.35803884267807, 0.357356786727905, 0.356675207614899, 0.35599410533905, 0.355313509702682, 0.354633420705795, 0.353953838348389, 0.353274703025818, 0.352596133947372, 0.351917952299118, 0.351240336894989, 0.350563228130341, 0.34988659620285, 0.349210470914841, 0.348534822463989, 0.347859710454941, 0.347185045480728, 0.346510887145996, 0.345837205648422, 0.345164060592651, 0.344491392374039, 0.343819230794907, 0.343147546052933, 0.342476397752762, 0.341805726289749, 0.34113547205925, 0.340465843677521, 0.339796602725983, 0.33912792801857, 0.338459730148315, 0.337792009115219, 0.337124764919281, 0.336458057165146, 0.335791826248169, 0.335126101970673, 0.334460884332657, 0.333796143531799, 0.333131909370422, 0.332468152046204, 0.331804901361465, 0.331142157316208, 0.330479890108109, 0.32981812953949, 0.329156845808029, 0.328496068716049, 0.32783579826355, 0.327176034450531, 0.326516717672348, 0.32585796713829, 0.325199633836746, 0.324541836977005, 0.323884546756744, 0.323227733373642, 0.32257142663002, 0.321915596723557, 0.321260273456573, 0.320605427026749, 0.319951117038727, 0.319297254085541, 0.31864395737648, 0.317991107702255, 0.317338734865189, 0.316686868667603, 0.316035538911819, 0.315384656190872, 0.314734280109406, 0.314084410667419, 0.313435018062592, 0.312786132097244, 0.312137752771378, 0.311489880084991, 0.310842484235764, 0.310195595026016, 0.309549182653427, 0.308903276920319, 0.308257848024368, 0.307612955570221, 0.306968510150909, 0.306324571371078, 0.305681169033051, 0.305038243532181, 0.304395765066147, 0.303753852844238, 0.303112357854843, 0.302471399307251, 0.301830977201462, 0.301191002130508, 0.300551563501358, 0.299912542104721, 0.299274086952209, 0.298636108636856, 0.297998636960983, 0.297361612319946, 0.296725153923035, 0.296089142560959, 0.295453637838364, 0.294818609952927, 0.294184118509293, 0.293550074100494, 0.292916566133499, 0.292283535003662, 0.291651040315628, 0.29101899266243, 0.290387451648712, 0.289756417274475, 0.289125859737396, 0.288495808839798, 0.287866234779358, 0.287237167358398, 0.286608636379242, 0.285980522632599, 0.285352975130081, 0.284725904464722, 0.28409931063652, 0.2834732234478, 0.282847613096237, 0.282222509384155, 0.281597942113876, 0.280973792076111, 0.280350178480148, 0.279727101325989, 0.279104471206665, 0.278482347726822, 0.277860701084137, 0.277239590883255, 0.276618927717209, 0.275998800992966, 0.275379151105881, 0.274760007858276, 0.27414134144783, 0.273523181676865, 0.27290552854538, 0.272288352251053, 0.271671682596207, 0.271055489778519, 0.270439803600311, 0.269824624061584, 0.269209921360016, 0.268595725297928, 0.267982006072998, 0.267368853092194, 0.266756117343903, 0.266143888235092, 0.265532195568085, 0.264920949935913, 0.264310240745544, 0.263700008392334, 0.263090252876282, 0.262481033802032, 0.261872261762619, 0.261263996362686, 0.260656267404556, 0.260048985481262, 0.259442239999771, 0.258835971355438, 0.258230179548264, 0.257624924182892, 0.257020115852356, 0.256415873765945, 0.255812048912048, 0.255208760499954, 0.254605948925018, 0.254003643989563, 0.253401845693588, 0.252800524234772, 0.252199709415436, 0.25159940123558, 0.250999569892883, 0.250400215387344, 0.249801397323608, 0.249203041195869, 0.24860517680645, 0.248007863759995, 0.247410997748375, 0.246814638376236, 0.246218785643578, 0.245623409748077, 0.245028540492058, 0.244434162974358, 0.243840277194977, 0.243246883153915, 0.242653995752335, 0.242061600089073, 0.241469711065292, 0.24087829887867, 0.240287378430367, 0.239696979522705, 0.239107057452202, 0.238517642021179, 0.237928703427315, 0.237340271472931, 0.236752346158028, 0.236164897680283, 0.235577955842018, 0.234991505742073, 0.234405562281609, 0.233820110559464, 0.233235135674477, 0.232650652527809, 0.232066705822945, 0.231483206152916, 0.230900228023529, 0.230317756533623, 0.229735746979713, 0.229154258966446, 0.228573262691498, 0.227992758154869, 0.22741274535656, 0.226833239197731, 0.226254224777222, 0.225675716996193, 0.225097686052322, 0.224520146846771, 0.223943114280701, 0.223366588354111, 0.222790539264679, 0.222214981913567, 0.221639931201935, 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}; 

// background map
float ReadLikelihoodD::fRefB[][10000] = 
{ 
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2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16, 2.5645177e-16   }, 
}; 

   inline double ReadLikelihoodD::GetMvaValue( const std::vector<double>& inputValues ) const
   {
      // classifier response value
      double retval = 0;

      // classifier response, sanity check first
      if (!IsStatusClean()) {
         std::cout << "Problem in class \"" << fClassName << "\": cannot return classifier response"
                   << " because status is dirty" << std::endl;
         retval = 0;
      }
      else {
            retval = GetMvaValue__( inputValues );
      }

      return retval;
   }

//_______________________________________________________________________
inline void ReadLikelihoodD::InitTransform_1()
{
   // Decorrelation transformation, initialisation
   fDecTF_1[0][0][0] = 25.4133094067;
   fDecTF_1[0][0][1] = 0.0127797259207;
   fDecTF_1[0][0][2] = -0.0374723364669;
   fDecTF_1[0][0][3] = -0.00108796723069;
   fDecTF_1[0][0][4] = -0.0141541144233;
   fDecTF_1[0][0][5] = 0.0159807995696;
   fDecTF_1[0][0][6] = -0.0119229413359;
   fDecTF_1[0][0][7] = -0.000893688328562;
   fDecTF_1[0][0][8] = 1.14817623596e-06;
   fDecTF_1[0][0][9] = -0.108730472825;
   fDecTF_1[0][1][0] = 0.0127797259207;
   fDecTF_1[0][1][1] = 0.508036036047;
   fDecTF_1[0][1][2] = -0.0215619862962;
   fDecTF_1[0][1][3] = 0.000958309097916;
   fDecTF_1[0][1][4] = -0.00121049324897;
   fDecTF_1[0][1][5] = -0.00400999223805;
   fDecTF_1[0][1][6] = 0.00781532998538;
   fDecTF_1[0][1][7] = 0.00378385642661;
   fDecTF_1[0][1][8] = 9.42983843251e-06;
   fDecTF_1[0][1][9] = -0.00668425786391;
   fDecTF_1[0][2][0] = -0.0374723364669;
   fDecTF_1[0][2][1] = -0.0215619862962;
   fDecTF_1[0][2][2] = 0.507475154101;
   fDecTF_1[0][2][3] = 0.011806513615;
   fDecTF_1[0][2][4] = -0.00853873140619;
   fDecTF_1[0][2][5] = -0.0482414886076;
   fDecTF_1[0][2][6] = -0.0338993810018;
   fDecTF_1[0][2][7] = -0.0105225860714;
   fDecTF_1[0][2][8] = -1.12490825577e-05;
   fDecTF_1[0][2][9] = -0.0172944208809;
   fDecTF_1[0][3][0] = -0.00108796723069;
   fDecTF_1[0][3][1] = 0.000958309097916;
   fDecTF_1[0][3][2] = 0.011806513615;
   fDecTF_1[0][3][3] = 0.222034641585;
   fDecTF_1[0][3][4] = -0.0124239036285;
   fDecTF_1[0][3][5] = -0.019936550765;
   fDecTF_1[0][3][6] = 0.00888200139669;
   fDecTF_1[0][3][7] = -0.0106521403131;
   fDecTF_1[0][3][8] = -0.000239833282503;
   fDecTF_1[0][3][9] = 0.0538124843734;
   fDecTF_1[0][4][0] = -0.0141541144233;
   fDecTF_1[0][4][1] = -0.00121049324897;
   fDecTF_1[0][4][2] = -0.00853873140619;
   fDecTF_1[0][4][3] = -0.0124239036285;
   fDecTF_1[0][4][4] = 0.891599202574;
   fDecTF_1[0][4][5] = -0.0796649021022;
   fDecTF_1[0][4][6] = -0.012799118877;
   fDecTF_1[0][4][7] = 0.0645013732922;
   fDecTF_1[0][4][8] = 3.08478888802e-05;
   fDecTF_1[0][4][9] = 0.00190046613364;
   fDecTF_1[0][5][0] = 0.0159807995696;
   fDecTF_1[0][5][1] = -0.00400999223805;
   fDecTF_1[0][5][2] = -0.0482414886076;
   fDecTF_1[0][5][3] = -0.019936550765;
   fDecTF_1[0][5][4] = -0.0796649021022;
   fDecTF_1[0][5][5] = 0.287288285224;
   fDecTF_1[0][5][6] = 0.0293490475719;
   fDecTF_1[0][5][7] = -0.172864912473;
   fDecTF_1[0][5][8] = -0.000251916723075;
   fDecTF_1[0][5][9] = 0.00894414711654;
   fDecTF_1[0][6][0] = -0.0119229413359;
   fDecTF_1[0][6][1] = 0.00781532998538;
   fDecTF_1[0][6][2] = -0.0338993810018;
   fDecTF_1[0][6][3] = 0.00888200139669;
   fDecTF_1[0][6][4] = -0.012799118877;
   fDecTF_1[0][6][5] = 0.0293490475719;
   fDecTF_1[0][6][6] = 0.799129135656;
   fDecTF_1[0][6][7] = -0.0253174429265;
   fDecTF_1[0][6][8] = 4.91490152657e-05;
   fDecTF_1[0][6][9] = -0.0190767228266;
   fDecTF_1[0][7][0] = -0.000893688328562;
   fDecTF_1[0][7][1] = 0.00378385642661;
   fDecTF_1[0][7][2] = -0.0105225860714;
   fDecTF_1[0][7][3] = -0.0106521403131;
   fDecTF_1[0][7][4] = 0.0645013732922;
   fDecTF_1[0][7][5] = -0.172864912473;
   fDecTF_1[0][7][6] = -0.0253174429265;
   fDecTF_1[0][7][7] = 0.199278551617;
   fDecTF_1[0][7][8] = -0.000158612825629;
   fDecTF_1[0][7][9] = 0.00373691329609;
   fDecTF_1[0][8][0] = 1.14817623596e-06;
   fDecTF_1[0][8][1] = 9.42983843251e-06;
   fDecTF_1[0][8][2] = -1.12490825577e-05;
   fDecTF_1[0][8][3] = -0.000239833282503;
   fDecTF_1[0][8][4] = 3.08478888802e-05;
   fDecTF_1[0][8][5] = -0.000251916723075;
   fDecTF_1[0][8][6] = 4.91490152657e-05;
   fDecTF_1[0][8][7] = -0.000158612825629;
   fDecTF_1[0][8][8] = 0.00371850763564;
   fDecTF_1[0][8][9] = -3.05397913544e-06;
   fDecTF_1[0][9][0] = -0.108730472825;
   fDecTF_1[0][9][1] = -0.00668425786391;
   fDecTF_1[0][9][2] = -0.0172944208809;
   fDecTF_1[0][9][3] = 0.0538124843734;
   fDecTF_1[0][9][4] = 0.00190046613364;
   fDecTF_1[0][9][5] = 0.00894414711654;
   fDecTF_1[0][9][6] = -0.0190767228266;
   fDecTF_1[0][9][7] = 0.00373691329609;
   fDecTF_1[0][9][8] = -3.05397913544e-06;
   fDecTF_1[0][9][9] = 3.28284424331;
   fDecTF_1[1][0][0] = 2.24317267104;
   fDecTF_1[1][0][1] = -0.00389912446473;
   fDecTF_1[1][0][2] = -0.00115618692932;
   fDecTF_1[1][0][3] = 0.0370454126949;
   fDecTF_1[1][0][4] = 0.00428977141587;
   fDecTF_1[1][0][5] = 0.04149479673;
   fDecTF_1[1][0][6] = 0.00014577235084;
   fDecTF_1[1][0][7] = -0.0186961584467;
   fDecTF_1[1][0][8] = 0.00553921531031;
   fDecTF_1[1][0][9] = 0.0103655607619;
   fDecTF_1[1][1][0] = -0.00389912446473;
   fDecTF_1[1][1][1] = 0.216367778997;
   fDecTF_1[1][1][2] = 0.0110222381178;
   fDecTF_1[1][1][3] = -0.00175245005548;
   fDecTF_1[1][1][4] = 0.0121646084957;
   fDecTF_1[1][1][5] = -0.00121475171616;
   fDecTF_1[1][1][6] = -0.00416000027002;
   fDecTF_1[1][1][7] = 0.0015103612785;
   fDecTF_1[1][1][8] = 0.000262797984319;
   fDecTF_1[1][1][9] = -0.0142666210811;
   fDecTF_1[1][2][0] = -0.00115618692932;
   fDecTF_1[1][2][1] = 0.0110222381178;
   fDecTF_1[1][2][2] = 0.274407730044;
   fDecTF_1[1][2][3] = 0.0749943901558;
   fDecTF_1[1][2][4] = -0.0361333802994;
   fDecTF_1[1][2][5] = -0.013002539968;
   fDecTF_1[1][2][6] = -0.0431245188727;
   fDecTF_1[1][2][7] = -0.00120951286988;
   fDecTF_1[1][2][8] = -0.0024841130874;
   fDecTF_1[1][2][9] = -0.0114703650232;
   fDecTF_1[1][3][0] = 0.0370454126949;
   fDecTF_1[1][3][1] = -0.00175245005548;
   fDecTF_1[1][3][2] = 0.0749943901558;
   fDecTF_1[1][3][3] = 4.25206339135;
   fDecTF_1[1][3][4] = 0.0239435417504;
   fDecTF_1[1][3][5] = -0.0367684230766;
   fDecTF_1[1][3][6] = 0.016504415353;
   fDecTF_1[1][3][7] = 0.0346285739198;
   fDecTF_1[1][3][8] = -0.0360936895306;
   fDecTF_1[1][3][9] = 0.188943644631;
   fDecTF_1[1][4][0] = 0.00428977141587;
   fDecTF_1[1][4][1] = 0.0121646084957;
   fDecTF_1[1][4][2] = -0.0361333802994;
   fDecTF_1[1][4][3] = 0.0239435417504;
   fDecTF_1[1][4][4] = 1.60874369241;
   fDecTF_1[1][4][5] = -0.00259075059483;
   fDecTF_1[1][4][6] = -0.00753251760591;
   fDecTF_1[1][4][7] = 0.000242360488708;
   fDecTF_1[1][4][8] = 0.000743384119473;
   fDecTF_1[1][4][9] = -0.013234123269;
   fDecTF_1[1][5][0] = 0.04149479673;
   fDecTF_1[1][5][1] = -0.00121475171616;
   fDecTF_1[1][5][2] = -0.013002539968;
   fDecTF_1[1][5][3] = -0.0367684230766;
   fDecTF_1[1][5][4] = -0.00259075059483;
   fDecTF_1[1][5][5] = 3.38782093158;
   fDecTF_1[1][5][6] = 0.0176090409315;
   fDecTF_1[1][5][7] = -2.55889617614;
   fDecTF_1[1][5][8] = -0.00245713181403;
   fDecTF_1[1][5][9] = 0.013299542474;
   fDecTF_1[1][6][0] = 0.00014577235084;
   fDecTF_1[1][6][1] = -0.00416000027002;
   fDecTF_1[1][6][2] = -0.0431245188727;
   fDecTF_1[1][6][3] = 0.016504415353;
   fDecTF_1[1][6][4] = -0.00753251760591;
   fDecTF_1[1][6][5] = 0.0176090409315;
   fDecTF_1[1][6][6] = 0.706312155725;
   fDecTF_1[1][6][7] = -0.0244316442313;
   fDecTF_1[1][6][8] = 0.000747688831793;
   fDecTF_1[1][6][9] = -0.00447067631112;
   fDecTF_1[1][7][0] = -0.0186961584467;
   fDecTF_1[1][7][1] = 0.0015103612785;
   fDecTF_1[1][7][2] = -0.00120951286988;
   fDecTF_1[1][7][3] = 0.0346285739198;
   fDecTF_1[1][7][4] = 0.000242360488708;
   fDecTF_1[1][7][5] = -2.55889617614;
   fDecTF_1[1][7][6] = -0.0244316442313;
   fDecTF_1[1][7][7] = 2.54186103218;
   fDecTF_1[1][7][8] = 0.00206438901193;
   fDecTF_1[1][7][9] = -0.0137662857963;
   fDecTF_1[1][8][0] = 0.00553921531031;
   fDecTF_1[1][8][1] = 0.000262797984319;
   fDecTF_1[1][8][2] = -0.0024841130874;
   fDecTF_1[1][8][3] = -0.0360936895306;
   fDecTF_1[1][8][4] = 0.000743384119473;
   fDecTF_1[1][8][5] = -0.00245713181403;
   fDecTF_1[1][8][6] = 0.000747688831793;
   fDecTF_1[1][8][7] = 0.00206438901193;
   fDecTF_1[1][8][8] = 0.269836360952;
   fDecTF_1[1][8][9] = 0.0105103634024;
   fDecTF_1[1][9][0] = 0.0103655607619;
   fDecTF_1[1][9][1] = -0.0142666210811;
   fDecTF_1[1][9][2] = -0.0114703650232;
   fDecTF_1[1][9][3] = 0.188943644631;
   fDecTF_1[1][9][4] = -0.013234123269;
   fDecTF_1[1][9][5] = 0.013299542474;
   fDecTF_1[1][9][6] = -0.00447067631112;
   fDecTF_1[1][9][7] = -0.0137662857963;
   fDecTF_1[1][9][8] = 0.0105103634024;
   fDecTF_1[1][9][9] = 2.78669502151;
   fDecTF_1[2][0][0] = 2.71421131853;
   fDecTF_1[2][0][1] = -0.00355017074494;
   fDecTF_1[2][0][2] = 0.00388863115674;
   fDecTF_1[2][0][3] = 0.00314887253128;
   fDecTF_1[2][0][4] = -0.0138976686519;
   fDecTF_1[2][0][5] = 0.0481231458599;
   fDecTF_1[2][0][6] = -0.0383223820663;
   fDecTF_1[2][0][7] = 0.00241197495223;
   fDecTF_1[2][0][8] = -5.7374458255e-07;
   fDecTF_1[2][0][9] = -0.0394367284482;
   fDecTF_1[2][1][0] = -0.00355017074494;
   fDecTF_1[2][1][1] = 0.280921903629;
   fDecTF_1[2][1][2] = 0.00898948877297;
   fDecTF_1[2][1][3] = 0.000249618673547;
   fDecTF_1[2][1][4] = 0.00636480306277;
   fDecTF_1[2][1][5] = -0.00417151522056;
   fDecTF_1[2][1][6] = -0.00178930112636;
   fDecTF_1[2][1][7] = 0.00151806123345;
   fDecTF_1[2][1][8] = 4.16239776942e-06;
   fDecTF_1[2][1][9] = -0.0135101766894;
   fDecTF_1[2][2][0] = 0.00388863115674;
   fDecTF_1[2][2][1] = 0.00898948877297;
   fDecTF_1[2][2][2] = 0.337674898401;
   fDecTF_1[2][2][3] = 0.00706526314924;
   fDecTF_1[2][2][4] = -0.02053007586;
   fDecTF_1[2][2][5] = -0.0277172028984;
   fDecTF_1[2][2][6] = -0.0402370990304;
   fDecTF_1[2][2][7] = -0.0110520814321;
   fDecTF_1[2][2][8] = -4.30385175151e-05;
   fDecTF_1[2][2][9] = -0.0142432672412;
   fDecTF_1[2][3][0] = 0.00314887253128;
   fDecTF_1[2][3][1] = 0.000249618673547;
   fDecTF_1[2][3][2] = 0.00706526314924;
   fDecTF_1[2][3][3] = 0.311526045776;
   fDecTF_1[2][3][4] = -0.0150053705526;
   fDecTF_1[2][3][5] = -0.0296903231756;
   fDecTF_1[2][3][6] = 0.00887180120932;
   fDecTF_1[2][3][7] = -0.0166424267029;
   fDecTF_1[2][3][8] = -0.000369795333957;
   fDecTF_1[2][3][9] = 0.0496098723501;
   fDecTF_1[2][4][0] = -0.0138976686519;
   fDecTF_1[2][4][1] = 0.00636480306277;
   fDecTF_1[2][4][2] = -0.02053007586;
   fDecTF_1[2][4][3] = -0.0150053705526;
   fDecTF_1[2][4][4] = 1.10046971335;
   fDecTF_1[2][4][5] = -0.0905984116924;
   fDecTF_1[2][4][6] = -0.0116167019091;
   fDecTF_1[2][4][7] = 0.0759944642859;
   fDecTF_1[2][4][8] = 3.56187339925e-05;
   fDecTF_1[2][4][9] = -0.00461968454502;
   fDecTF_1[2][5][0] = 0.0481231458599;
   fDecTF_1[2][5][1] = -0.00417151522056;
   fDecTF_1[2][5][2] = -0.0277172028984;
   fDecTF_1[2][5][3] = -0.0296903231756;
   fDecTF_1[2][5][4] = -0.0905984116924;
   fDecTF_1[2][5][5] = 0.374543260134;
   fDecTF_1[2][5][6] = 0.0331996830221;
   fDecTF_1[2][5][7] = -0.254854524941;
   fDecTF_1[2][5][8] = -0.000491296563331;
   fDecTF_1[2][5][9] = 0.0132084493139;
   fDecTF_1[2][6][0] = -0.0383223820663;
   fDecTF_1[2][6][1] = -0.00178930112636;
   fDecTF_1[2][6][2] = -0.0402370990304;
   fDecTF_1[2][6][3] = 0.00887180120932;
   fDecTF_1[2][6][4] = -0.0116167019091;
   fDecTF_1[2][6][5] = 0.0331996830221;
   fDecTF_1[2][6][6] = 0.741965038162;
   fDecTF_1[2][6][7] = -0.018494535204;
   fDecTF_1[2][6][8] = 5.35505481269e-05;
   fDecTF_1[2][6][9] = -0.0150926524123;
   fDecTF_1[2][7][0] = 0.00241197495223;
   fDecTF_1[2][7][1] = 0.00151806123345;
   fDecTF_1[2][7][2] = -0.0110520814321;
   fDecTF_1[2][7][3] = -0.0166424267029;
   fDecTF_1[2][7][4] = 0.0759944642859;
   fDecTF_1[2][7][5] = -0.254854524941;
   fDecTF_1[2][7][6] = -0.018494535204;
   fDecTF_1[2][7][7] = 0.266839412878;
   fDecTF_1[2][7][8] = -0.00038503217003;
   fDecTF_1[2][7][9] = 0.00294051176278;
   fDecTF_1[2][8][0] = -5.7374458255e-07;
   fDecTF_1[2][8][1] = 4.16239776942e-06;
   fDecTF_1[2][8][2] = -4.30385175151e-05;
   fDecTF_1[2][8][3] = -0.000369795333957;
   fDecTF_1[2][8][4] = 3.56187339925e-05;
   fDecTF_1[2][8][5] = -0.000491296563331;
   fDecTF_1[2][8][6] = 5.35505481269e-05;
   fDecTF_1[2][8][7] = -0.00038503217003;
   fDecTF_1[2][8][8] = 0.00523538799571;
   fDecTF_1[2][8][9] = 2.85971781528e-06;
   fDecTF_1[2][9][0] = -0.0394367284482;
   fDecTF_1[2][9][1] = -0.0135101766894;
   fDecTF_1[2][9][2] = -0.0142432672412;
   fDecTF_1[2][9][3] = 0.0496098723501;
   fDecTF_1[2][9][4] = -0.00461968454502;
   fDecTF_1[2][9][5] = 0.0132084493139;
   fDecTF_1[2][9][6] = -0.0150926524123;
   fDecTF_1[2][9][7] = 0.00294051176278;
   fDecTF_1[2][9][8] = 2.85971781528e-06;
   fDecTF_1[2][9][9] = 2.99179565107;
}

//_______________________________________________________________________
inline void ReadLikelihoodD::Transform_1( std::vector<double>& iv, int cls) const
{
   // Decorrelation transformation
   if (cls < 0 || cls > 2) {
       if (2 > 1 ) cls = 2;
       else cls = 2;
   }

   // define the indices of the variables which are transformed by this transformation
   static std::vector<int> indicesGet;
   static std::vector<int> indicesPut;

   if ( indicesGet.empty() ) {
      indicesGet.reserve(fNvars);
      indicesGet.push_back( 0);
      indicesGet.push_back( 1);
      indicesGet.push_back( 2);
      indicesGet.push_back( 3);
      indicesGet.push_back( 4);
      indicesGet.push_back( 5);
      indicesGet.push_back( 6);
      indicesGet.push_back( 7);
      indicesGet.push_back( 8);
      indicesGet.push_back( 9);
   }
   if ( indicesPut.empty() ) {
      indicesPut.reserve(fNvars);
      indicesPut.push_back( 0);
      indicesPut.push_back( 1);
      indicesPut.push_back( 2);
      indicesPut.push_back( 3);
      indicesPut.push_back( 4);
      indicesPut.push_back( 5);
      indicesPut.push_back( 6);
      indicesPut.push_back( 7);
      indicesPut.push_back( 8);
      indicesPut.push_back( 9);
   }

   std::vector<double> tv;
   for (int i=0; i<10;i++) {
      double v = 0;
      for (int j=0; j<10; j++)
         v += iv[indicesGet.at(j)] * fDecTF_1[cls][i][j];
      tv.push_back(v);
   }
   for (int i=0; i<10;i++) iv[indicesPut.at(i)] = tv[i];
}

//_______________________________________________________________________
inline void ReadLikelihoodD::InitTransform()
{
   InitTransform_1();
}

//_______________________________________________________________________
inline void ReadLikelihoodD::Transform( std::vector<double>& iv, int sigOrBgd ) const
{
   Transform_1( iv, sigOrBgd );
}