QSigExDisTF

class QSigExDisTF : public QSigExDis

    public:

                         QSigExDisTF()
                         QSigExDisTF(const Char_t* classname)
                         QSigExDisTF(const QSigExDisTF& newqdtf)
                         QSigExDisTF(const Char_t* classname, const Char_t* filename, const Char_t* objectname)
                         QSigExDisTF(const Char_t* classname, const TF1& newobject)
                 virtual ~QSigExDisTF()
          static TClass* Class()
      virtual QSigExDis* CloneQSigExDis() const
        virtual Double_t Derivative(const Double_t& x) const
           virtual Int_t GetDimension()
         virtual TClass* IsA() const
            virtual void Normalize(Option_t* cutexpr = "NULL", Int_t normflags = 0, Double_t* fullintegral = NULL, Double_t* cutintegral = NULL, Double_t* error = NULL)
      const QSigExDisTF& operator=(const QSigExDisTF& newqdis)
        virtual Double_t ProbDensity(const Double_t& x, const Double_t& y, const Double_t& z) const
            virtual void ShowMembers(TMemberInspector& insp, char* parent)
            virtual void Streamer(TBuffer& b)
                    void StreamerNVirtual(TBuffer& b)

Data Members

    private:

      static QSigExTFOps fQSigExTFOps  !

                                                                  
 QSigExDisTF                                                      
                                                                  
 This class creates a probability density function from a TF      
 object. The class is derived from abstract base class QSigExDis  
 that gives a common interface to all type of p.d.f.. It          
 implements a Normalize function that allows to normalize the     
 initial function using complex cuts.                             
                                                                  

This function returns the probability density associated with a point which
coordinates are (x,y,z). For p.d.f. with less than 3 dimensions, the
arguments of extra dimensions are optional. Before calling this function,
the user must call QSigExDisTF::Normalize() to normalize the p.d.f. properly. 

 This function returns the derivative of the pdf at x
 this function only works for one dimensional pdfs

This function normalizes the p.d.f. according to the cuts defined via
cutexpr string. This string is a standard ROOT selection expression that
contains x and/or y and/or z variables. The second and third arguments
(optional) are filled with the total function integral and the integral of
function between cuts respectively. The fourth argument, when provided, is
set to 0.