| TUnuranContDist(const TUnuranContDist&) | |
| TUnuranContDist(TF1* pdf = 0, TF1* deriv = 0, bool isLogPdf = false) | |
| virtual | ~TUnuranContDist() | 
| double | Cdf(double x) const | 
| static TClass* | Class() | 
| virtual TUnuranContDist* | Clone() const | 
| double | DPdf(double x) const | 
| bool | GetDomain(double& xmin, double& xmax) const | 
| bool | HasCdf() const | 
| bool | HasMode() const | 
| bool | HasPdfArea() const | 
| virtual TClass* | IsA() const | 
| bool | IsLogPdf() const | 
| double | Mode() const | 
| TUnuranContDist& | operator=(const TUnuranContDist& rhs) | 
| double | Pdf(double x) const | 
| double | PdfArea() const | 
| void | SetCdf(TF1* cdf) | 
| void | SetDomain(double xmin, double xmax) | 
| void | SetMode(double mode) | 
| void | SetPdfArea(double area) | 
| virtual void | ShowMembers(TMemberInspector& insp, char* parent) | 
| virtual void | Streamer(TBuffer& b) | 
| void | StreamerNVirtual(TBuffer& b) | 
| double | fArea | area below pdf | 
| TF1* | fCdf | pointer to the cdf | 
| TF1* | fDPdf | pointer to the derivative of the pdf | 
| bool | fHasArea | flag to control if distribution has a pre-computed area below the pdf | 
| bool | fHasDomain | flag to control if distribution has a defined domain (otherwise is [-inf,+inf] | 
| bool | fHasMode | flag to control if distribution has a pre-computed mode | 
| bool | fIsLogPdf | flag to control if function pointer represent log of pdf | 
| double | fMode | mode of the distribution | 
| TF1* | fPdf | pointer to the pdf | 
| double | fX[1] | ! cached vector for using TF1::EvalPar | 
| double | fXmax | upper value of the domain | 
| double | fXmin | lower value of the domain | 

Constructor from a TF1 objects passed as non-const because EvalPar and InitArgs are non-const methods
Implementation of copy constructor (copy just the pointer )
evaluate the derivative of the pdf if derivative function is not given is evaluated numerically
      set cdf distribution. If a method requires it
      and is not set it is then estimated using numerical
      integration from the pdf
{ fCdf = cdf; }
      Set the distribution domain. If min < max a domain is defined otherwise is undefined
      check if distribution has a defined domain and return in case its domain