File indexing completed on 2025-01-30 10:22:11
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0010 #ifndef ROOT_Minuit2_ABObj
0011 #define ROOT_Minuit2_ABObj
0012
0013 #include "Minuit2/ABTypes.h"
0014
0015 namespace ROOT {
0016
0017 namespace Minuit2 {
0018
0019 template <class mtype, class M, class T>
0020 class ABObj {
0021
0022 public:
0023 typedef mtype Type;
0024
0025 private:
0026 ABObj() : fObject(M()), fFactor(T(0.)) {}
0027
0028 ABObj &operator=(const ABObj &) { return *this; }
0029
0030 template <class a, class b, class c>
0031 ABObj(const ABObj<a, b, c> &) : fObject(M()), fFactor(T(0.))
0032 {
0033 }
0034
0035 template <class a, class b, class c>
0036 ABObj &operator=(const ABObj<a, b, c> &)
0037 {
0038 return *this;
0039 }
0040
0041 public:
0042 ABObj(const M &obj) : fObject(obj), fFactor(T(1.)) {}
0043
0044 ABObj(const M &obj, T factor) : fObject(obj), fFactor(factor) {}
0045
0046 ~ABObj() {}
0047
0048 ABObj(const ABObj &obj) : fObject(obj.fObject), fFactor(obj.fFactor) {}
0049
0050 template <class b, class c>
0051 ABObj(const ABObj<mtype, b, c> &obj) : fObject(M(obj.Obj())), fFactor(T(obj.f()))
0052 {
0053 }
0054
0055 const M &Obj() const { return fObject; }
0056
0057 T f() const { return fFactor; }
0058
0059 private:
0060 M fObject;
0061 T fFactor;
0062 };
0063
0064 class LAVector;
0065 template <>
0066 class ABObj<vec, LAVector, double> {
0067
0068 public:
0069 typedef vec Type;
0070
0071 private:
0072 ABObj &operator=(const ABObj &) = delete;
0073
0074 public:
0075 ABObj(const LAVector &obj) : fObject(obj), fFactor(double(1.)) {}
0076
0077 ABObj(const LAVector &obj, double factor) : fObject(obj), fFactor(factor) {}
0078
0079 ~ABObj() {}
0080
0081
0082
0083
0084
0085
0086 template <class c>
0087 ABObj(const ABObj<vec, LAVector, c> &obj) : fObject(obj.fObject), fFactor(double(obj.fFactor))
0088 {
0089 }
0090
0091 const LAVector &Obj() const { return fObject; }
0092
0093 double f() const { return fFactor; }
0094
0095 private:
0096 const LAVector &fObject;
0097 double fFactor;
0098 };
0099
0100 class LASymMatrix;
0101 template <>
0102 class ABObj<sym, LASymMatrix, double> {
0103
0104 public:
0105 typedef sym Type;
0106
0107 private:
0108 ABObj &operator=(const ABObj &) { return *this; }
0109
0110 public:
0111 ABObj(const LASymMatrix &obj) : fObject(obj), fFactor(double(1.)) {}
0112
0113 ABObj(const LASymMatrix &obj, double factor) : fObject(obj), fFactor(factor) {}
0114
0115 ~ABObj() {}
0116
0117 ABObj(const ABObj &obj) : fObject(obj.fObject), fFactor(obj.fFactor) {}
0118
0119 template <class c>
0120 ABObj(const ABObj<vec, LASymMatrix, c> &obj) : fObject(obj.fObject), fFactor(double(obj.fFactor))
0121 {
0122 }
0123
0124 const LASymMatrix &Obj() const { return fObject; }
0125
0126 double f() const { return fFactor; }
0127
0128 private:
0129 const LASymMatrix &fObject;
0130 double fFactor;
0131 };
0132
0133
0134 template <class mt, class M, class T>
0135 inline ABObj<mt, M, T> operator*(T f, const M &obj)
0136 {
0137 return ABObj<mt, M, T>(obj, f);
0138 }
0139
0140
0141 template <class mt, class M, class T>
0142 inline ABObj<mt, M, T> operator/(const M &obj, T f)
0143 {
0144 return ABObj<mt, M, T>(obj, T(1.) / f);
0145 }
0146
0147
0148 template <class mt, class M, class T>
0149 inline ABObj<mt, M, T> operator-(const M &obj)
0150 {
0151 return ABObj<mt, M, T>(obj, T(-1.));
0152 }
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0170 }
0171
0172 }
0173
0174 #endif