// @(#)root/minuit2:$Id$ // Authors: M. Winkler, F. James, L. Moneta, A. Zsenei 2003-2005 /********************************************************************** * * * Copyright (c) 2005 LCG ROOT Math team, CERN/PH-SFT * * * **********************************************************************/ #ifndef ROOT_Minuit2_ParametricFunction #define ROOT_Minuit2_ParametricFunction #include "Minuit2/MnConfig.h" #include #include #include "Minuit2/FCNBase.h" namespace ROOT { namespace Minuit2 { /** Function which has parameters. For example, one could define a one-dimensional Gaussian, by considering x as an input coordinate for the evaluation of the function, and the mean and the square root of the variance as parameters.

AS OF NOW PARAMETRICFUNCTION INHERITS FROM FCNBASE INSTEAD OF GENERICFUNCTION. THIS IS ONLY BECAUSE NUMERICAL2PGRADIENTCALCULATOR NEEDS AN FCNBASE OBJECT AND WILL BE CHANGED!!!!!!!!!!!!!!!! @ingroup Minuit \todo ParametricFunction and all the classes that inherit from it are inheriting also FCNBase so that the Gradient calculation has the Up() member function. That is not really good... */ class ParametricFunction : public FCNBase { public: /** Constructor which initializes the ParametricFunction with the parameters given as input. @param params vector containing the initial Parameter values */ ParametricFunction(const std::vector ¶ms) : par(params) {} /** Constructor which initializes the ParametricFunction by setting the number of parameters. @param nparams number of parameters of the parametric function */ ParametricFunction(int nparams) : par(nparams) {} ~ParametricFunction() override {} /** Sets the parameters of the ParametricFunction. @param params vector containing the Parameter values */ virtual void SetParameters(const std::vector ¶ms) const { assert(params.size() == par.size()); par = params; } /** Accessor for the state of the parameters. @return vector containing the present Parameter settings */ virtual const std::vector &GetParameters() const { return par; } /** Accessor for the number of parameters. @return the number of function parameters */ virtual unsigned int NumberOfParameters() const { return par.size(); } // Why do I need to declare it here, it should be inherited without // any problems, no? /** Evaluates the function with the given coordinates. @param x vector containing the input coordinates @return the result of the function evaluation with the given coordinates. */ double operator()(const std::vector &x) const override = 0; /** Evaluates the function with the given coordinates and Parameter values. This member function is useful to implement when speed is an issue as it is faster to call only one function instead of two (SetParameters and operator()). The default implementation, provided for convenience, does the latter. @param x vector containing the input coordinates @param params vector containing the Parameter values @return the result of the function evaluation with the given coordinates and parameters */ virtual double operator()(const std::vector &x, const std::vector ¶ms) const { SetParameters(params); return operator()(x); } /** Member function returning the Gradient of the function with respect to its variables (but without including gradients with respect to its internal parameters). @param x vector containing the coordinates of the point where the Gradient is to be calculated. @return the Gradient vector of the function at the given point. */ virtual std::vector GetGradient(const std::vector &x) const; protected: /** The vector containing the parameters of the function It is mutable for "historical reasons" as in the hierarchy methods and classes are const and all the implications of changing them back to non-const are not clear. */ mutable std::vector par; }; } // namespace Minuit2 } // namespace ROOT #endif // ROOT_Minuit2_ParametricFunction