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LEP2oblique.cpp
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1 /*
2  * Copyright (C) 2012 HEPfit Collaboration
3  *
4  *
5  * For the licensing terms see doc/COPYING.
6  */
7 
8 #include "LEP2oblique.h"
9 
10 
12 : SM(SM_i)
13 {
14 }
15 
16 
18 
20  const double s, const double ml,
21  const double ObParam_i[]) const
22 {
23  double alpha0 = alpha_at_s(s);
24  double Ncf = 1.0;
25  double betaf = sqrt(1.0 - 4.0*ml*ml/s);
26  double G1NP = G1_l_NP(l, s, alpha0, ObParam_i);
27 
28  return ( 4.0*M_PI*alpha0*alpha0/(3.0*s)*Ncf*betaf*G1NP );
29 }
30 
31 
33  const double s, const double mq,
34  const double ObParam_i[]) const
35 {
36  double alpha0 = alpha_at_s(s);
37  double Ncf = 3.0;
38  double betaf = sqrt(1.0 - 4.0*mq*mq/s);
39  double G1NP = G1_q_NP(q, s, alpha0, ObParam_i);
40 
41  return ( 4.0*M_PI*alpha0*alpha0/(3.0*s)*Ncf*betaf*G1NP );
42 }
43 
44 
46  const double s, const double ml,
47  const double ObParam_i[]) const
48 {
49  double alpha0 = alpha_at_s(s);
50  double mf2 = ml*ml;
51  double betaf = sqrt(1.0 - 4.0*mf2/s);
52  double G1SM0 = G1_l_SM0(l, s, alpha0);
53  double G2SM0 = G2_l_SM0(l, s, alpha0);
54  double G3SM0 = G3_l_SM0(l, s, alpha0);
55  double AFB_Born0 = 3.0/4.0*betaf*G3SM0/(G1SM0 + 2.0*mf2/s*G2SM0);
56  double G1NP = G1_l_NP(l, s, alpha0, ObParam_i);
57  double G3NP = G3_l_NP(l, s, alpha0, ObParam_i);
58 
59  return ( - AFB_Born0*G1NP/(G1SM0 + 2.0*mf2/s*G2SM0)
60  + AFB_Born0*G3NP/G3SM0 );
61 }
62 
63 
65  const double s, const double mq,
66  const double ObParam_i[]) const
67 {
68  double alpha0 = alpha_at_s(s);
69  double mf2 = mq*mq;
70  double betaf = sqrt(1.0 - 4.0*mf2/s);
71  double G1SM0 = G1_q_SM0(q, s, alpha0);
72  double G2SM0 = G2_q_SM0(q, s, alpha0);
73  double G3SM0 = G3_q_SM0(q, s, alpha0);
74  double AFB_Born0 = 3.0/4.0*betaf*G3SM0/(G1SM0 + 2.0*mf2/s*G2SM0);
75  double G1NP = G1_q_NP(q, s, alpha0, ObParam_i);
76  double G3NP = G3_q_NP(q, s, alpha0, ObParam_i);
77 
78  return ( - AFB_Born0*G1NP/(G1SM0 + 2.0*mf2/s*G2SM0)
79  + AFB_Born0*G3NP/G3SM0 );
80 }
81 
82 
84  const double s, const double mq,
85  const double ObParam_i[]) const
86 {
87  double alpha0 = alpha_at_s(s);
88  double sigma_q_SM0 = sigma_q_LEP2_SM0(q, s, alpha0, mq);
89  double sigma_had_SM0 = sigma_q_LEP2_SM0(QCD::UP, s, alpha0, mq)
90  + sigma_q_LEP2_SM0(QCD::DOWN, s, alpha0, mq)
91  + sigma_q_LEP2_SM0(QCD::CHARM, s, alpha0, mq)
92  + sigma_q_LEP2_SM0(QCD::STRANGE, s, alpha0, mq)
93  + sigma_q_LEP2_SM0(QCD::BOTTOM, s, alpha0, mq);
94  double sigma_q_NP = sigma_q_LEP2_NP(q, s, mq, ObParam_i);
95  double sigma_had_NP = sigma_q_LEP2_NP(QCD::UP, s, mq, ObParam_i)
96  + sigma_q_LEP2_NP(QCD::DOWN, s, mq, ObParam_i)
97  + sigma_q_LEP2_NP(QCD::CHARM, s, mq, ObParam_i)
98  + sigma_q_LEP2_NP(QCD::STRANGE, s, mq, ObParam_i)
99  + sigma_q_LEP2_NP(QCD::BOTTOM, s, mq, ObParam_i);
100 
101  return ( - sigma_q_SM0/(sigma_had_SM0*sigma_had_SM0)*sigma_had_NP
102  + sigma_q_NP/sigma_had_SM0 );
103 }
104 
105 
107 
108 double LEP2oblique::DeltaEpsilon_1(const double alpha0,
109  const double ObParam_i[]) const
110 {
111  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
112  return ( ObParam_i[That] - ObParam_i[W] + 2.0*s0/c0*ObParam_i[X]
113  - s0*s0/c0/c0*ObParam_i[Y] );
114 }
115 
116 
117 double LEP2oblique::DeltaEpsilon_2(const double alpha0,
118  const double ObParam_i[]) const
119 {
120  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
121  return ( ObParam_i[Uhat] - ObParam_i[V] - ObParam_i[W]
122  + 2.0*s0/c0*ObParam_i[X] );
123 }
124 
125 
126 double LEP2oblique::DeltaEpsilon_3(const double alpha0,
127  const double ObParam_i[]) const
128 {
129  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
130  return ( ObParam_i[Shat] - ObParam_i[W] + ObParam_i[X]/s0/c0
131  - ObParam_i[Y] );
132 }
133 
134 
135 double LEP2oblique::epsilonZZ(const double alpha0,
136  const double ObParam_i[]) const
137 {
138  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
139  return ( c02(alpha0)*ObParam_i[W] - 2.0*s0*c0*ObParam_i[X]
140  + s02(alpha0)*ObParam_i[Y] );
141 }
142 
143 
144 double LEP2oblique::epsilonGammaGamma(const double alpha0,
145  const double ObParam_i[]) const
146 {
147  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
148  return ( s02(alpha0)*ObParam_i[W] + 2.0*s0*c0*ObParam_i[X]
149  + c02(alpha0)*ObParam_i[Y] );
150 }
151 
152 
153 double LEP2oblique::epsilonGammaZ(const double alpha0,
154  const double ObParam_i[]) const
155 {
156  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
157  return ( (c02(alpha0) - s02(alpha0))*ObParam_i[X] + s0*c0*(ObParam_i[W]
158  - ObParam_i[Y]) );
159 }
160 
161 
162 double LEP2oblique::vl(const QCD::lepton l, const double alpha0) const
163 {
164  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
165  double Q = SM.getLeptons(l).getCharge();
166  return ( - (SM.getLeptons(l).getIsospin()
167  - 2.0*Q*s02(alpha0))/(2.0*s0*c0) );
168 }
169 
170 
171 double LEP2oblique::vq(const QCD::quark q, const double alpha0) const
172 {
173  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
174  double Q = SM.getQuarks(q).getCharge();
175  return ( - (SM.getQuarks(q).getIsospin()
176  - 2.0*Q*s02(alpha0))/(2.0*s0*c0) );
177 }
178 
179 
180 double LEP2oblique::al(const QCD::lepton l, const double alpha0) const
181 {
182  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
183  return ( - SM.getLeptons(l).getIsospin()/(2.0*s0*c0) );
184 }
185 
186 
187 double LEP2oblique::aq(const QCD::quark q, const double alpha0) const
188 {
189  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
190  return ( - SM.getQuarks(q).getIsospin()/(2.0*s0*c0) );
191 }
192 
193 
194 double LEP2oblique::G1_NP(const double s, const double alpha0, const double Qf,
195  const double vf, const double af,
196  const double ObParam_i[]) const
197 {
198  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
200  double ve = vl(StandardModel::ELECTRON, alpha0);
201  double ae = al(StandardModel::ELECTRON, alpha0);
202  double Qe2 = Qe*Qe, Qf2 = Qf*Qf;
203  double ve2 = ve*ve, vf2 = vf*vf, ae2 = ae*ae, af2 = af*af;
204  double Mz = SM.getMz();
205  double GammaZ0 = 7.0*alpha0*Mz/(16.0*s02(alpha0)*c02(alpha0));
206  gslpp::complex denom = gslpp::complex(s - Mz*Mz, Mz*GammaZ0, false);
207  double Zprop = (1.0/denom).real();
208 
209  double epsilonbarGamma = - s/(Mw0(alpha0)*Mw0(alpha0))
210  *epsilonGammaGamma(alpha0, ObParam_i);
211  double epsilonbarZ = s*Zprop*DeltaEpsilon_1(alpha0, ObParam_i)
212  - s/(Mw0(alpha0)*Mw0(alpha0))*epsilonZZ(alpha0, ObParam_i);
213  double epsilonbarGammaZ = c0/s0*s*Zprop
214  *( DeltaEpsilon_1(alpha0, ObParam_i)
215  - DeltaEpsilon_2(alpha0, ObParam_i) )
216  - s0/c0*s*Zprop*DeltaEpsilon_3(alpha0, ObParam_i)
217  + s/(Mw0(alpha0)*Mw0(alpha0))
218  *epsilonGammaZ(alpha0, ObParam_i);
219 
220  return ( 2.0*Qe2*Qf2*epsilonbarGamma
221  + 2.0*ve*vf*Qe*Qf*(epsilonbarZ + s*epsilonbarGamma*Zprop)
222  + 2.0*(ve2 + ae2)*(vf2 + af2)*s*epsilonbarZ*Zprop
223  + 2.0*(vf*Qe2*Qf + ve*Qe*Qf2)*epsilonbarGammaZ
224  + 2.0*(ve*(vf2 + af2)*Qe + (ve2 + ae2)*vf*Qf)*s*epsilonbarGammaZ*Zprop );
225 }
226 
227 
229  const double s, const double alpha0,
230  const double ObParam_i[]) const
231 {
232  double Qf = SM.getLeptons(l).getCharge();
233  double vf = vl(l, alpha0), af = al(l, alpha0);
234  return ( G1_NP(s, alpha0, Qf, vf, af, ObParam_i) );
235 }
236 
237 
239  const double s, const double alpha0,
240  const double ObParam_i[]) const
241 {
242  double Qf = SM.getQuarks(q).getCharge();
243  double vf = vq(q, alpha0), af = aq(q, alpha0);
244  return ( G1_NP(s, alpha0, Qf, vf, af, ObParam_i) );
245 }
246 
247 
248 double LEP2oblique::G3_NP(const double s, const double alpha0, const double Qf,
249  const double vf, const double af,
250  const double ObParam_i[]) const
251 {
252  double c0 = sqrt(c02(alpha0)), s0 = sqrt(s02(alpha0));
254  double ve = vl(StandardModel::ELECTRON, alpha0);
255  double ae = al(StandardModel::ELECTRON, alpha0);
256  double Mz = SM.getMz();
257  double GammaZ0 = 7.0*alpha0*Mz/(16.0*s02(alpha0)*c02(alpha0));
258  gslpp::complex denom = gslpp::complex(s - Mz*Mz, Mz*GammaZ0, false);
259  double Zprop = (1.0/denom).real();
260 
261  double epsilonbarGamma = - s/(Mw0(alpha0)*Mw0(alpha0))
262  *epsilonGammaGamma(alpha0, ObParam_i);
263  double epsilonbarZ = s*Zprop*DeltaEpsilon_1(alpha0, ObParam_i)
264  - s/(Mw0(alpha0)*Mw0(alpha0))*epsilonZZ(alpha0, ObParam_i);
265  double epsilonbarGammaZ = c0/s0*s*Zprop*( DeltaEpsilon_1(alpha0, ObParam_i)
266  - DeltaEpsilon_2(alpha0, ObParam_i) )
267  - s0/c0*s*Zprop*DeltaEpsilon_3(alpha0, ObParam_i)
268  + s/(Mw0(alpha0)*Mw0(alpha0))
269  *epsilonGammaZ(alpha0, ObParam_i);
270 
271  return ( 2.0*ae*af*Qe*Qf*(epsilonbarZ + s*epsilonbarGamma*Zprop)
272  + 8.0*ve*ae*vf*af*s*epsilonbarZ*Zprop
273  + 4.0*(ae*vf*af*Qe + ve*ae*af*Qf)*s*epsilonbarGammaZ*Zprop );
274 }
275 
276 
278  const double s, const double alpha0,
279  const double ObParam_i[]) const
280 {
281  double Qf = SM.getLeptons(l).getCharge();
282  double vf = vl(l, alpha0), af = al(l, alpha0);
283  return ( G3_NP(s, alpha0, Qf, vf, af, ObParam_i) );
284 }
285 
286 
288  const double s, const double alpha0,
289  const double ObParam_i[]) const
290 {
291  double Qf = SM.getQuarks(q).getCharge();
292  double vf = vq(q, alpha0), af = aq(q, alpha0);
293  return ( G3_NP(s, alpha0, Qf, vf, af, ObParam_i) );
294 }
295 
296 
297 double LEP2oblique::G1_SM0(const double s, const double alpha0, const double Qf,
298  const double vf, const double af) const
299 {
301  double ve = vl(StandardModel::ELECTRON, alpha0);
302  double ae = al(StandardModel::ELECTRON, alpha0);
303  double Qe2 = Qe*Qe, Qf2 = Qf*Qf;
304  double ve2 = ve*ve, vf2 = vf*vf, ae2 = ae*ae, af2 = af*af;
305  double Mz = SM.getMz();
306  double GammaZ0 = 7.0*alpha0*Mz/(16.0*s02(alpha0)*c02(alpha0));
307  gslpp::complex denom = gslpp::complex(s - Mz*Mz, Mz*GammaZ0, false);
308  gslpp::complex chiZ = s/denom;
309 
310  return ( Qe2*Qf2 + 2.0*ve*vf*Qe*Qf*chiZ.real()
311  + (ve2 + ae2)*(vf2 + af2)*chiZ.abs2() );
312 }
313 
314 
316  const double s, const double alpha0) const
317 {
318  double Qf = SM.getLeptons(l).getCharge();
319  double vf = vl(l, alpha0), af = al(l, alpha0);
320  return ( G1_SM0(s, alpha0, Qf, vf, af) );
321 }
322 
323 
325  const double s, const double alpha0) const
326 {
327  double Qf = SM.getQuarks(q).getCharge();
328  double vf = vq(q, alpha0), af = aq(q, alpha0);
329  return ( G1_SM0(s, alpha0, Qf, vf, af) );
330 }
331 
332 
333 double LEP2oblique::G2_SM0(const double s, const double alpha0, const double Qf,
334  const double vf, const double af) const
335 {
337  double ve = vl(StandardModel::ELECTRON, alpha0);
338  double ae = al(StandardModel::ELECTRON, alpha0);
339  double Qe2 = Qe*Qe, Qf2 = Qf*Qf;
340  double ve2 = ve*ve, vf2 = vf*vf, ae2 = ae*ae;
341  double Mz = SM.getMz();
342  double GammaZ0 = 7.0*alpha0*Mz/(16.0*s02(alpha0)*c02(alpha0));
343  gslpp::complex denom = gslpp::complex(s - Mz*Mz, Mz*GammaZ0, false);
344  gslpp::complex chiZ = s/denom;
345 
346  return ( Qe2*Qf2 + 2.0*ve*vf*Qe*Qf*chiZ.real()
347  + (ve2 + ae2)*vf2*chiZ.abs2() );
348 }
349 
350 
352  const double s, const double alpha0) const
353 {
354  double Qf = SM.getLeptons(l).getCharge();
355  double vf = vl(l, alpha0), af = al(l, alpha0);
356  return ( G2_SM0(s, alpha0, Qf, vf, af) );
357 }
358 
359 
361  const double s, const double alpha0) const
362 {
363  double Qf = SM.getQuarks(q).getCharge();
364  double vf = vq(q, alpha0), af = aq(q, alpha0);
365  return ( G2_SM0(s, alpha0, Qf, vf, af) );
366 
367 }
368 
369 
370 double LEP2oblique::G3_SM0(const double s, const double alpha0, const double Qf,
371  const double vf, const double af) const
372 {
374  double ve = vl(StandardModel::ELECTRON, alpha0);
375  double ae = al(StandardModel::ELECTRON, alpha0);
376  double Mz = SM.getMz();
377  double GammaZ0 = 7.0*alpha0*Mz/(16.0*s02(alpha0)*c02(alpha0));
378  gslpp::complex denom = gslpp::complex(s - Mz*Mz, Mz*GammaZ0, false);
379  gslpp::complex chiZ = s/denom;
380 
381  return ( 2.0*ae*af*Qe*Qf*chiZ.real() + 4.0*ve*ae*vf*af*chiZ.abs2() );
382 }
383 
384 
386  const double s, const double alpha0) const
387 {
388  double Qf = SM.getLeptons(l).getCharge();
389  double vf = vl(l, alpha0), af = al(l, alpha0);
390  return ( G3_SM0(s, alpha0, Qf, vf, af) );
391 }
392 
393 
395  const double s, const double alpha0) const
396 {
397  double Qf = SM.getQuarks(q).getCharge();
398  double vf = vq(q, alpha0), af = aq(q, alpha0);
399  return ( G3_SM0(s, alpha0, Qf, vf, af) );
400 }
401 
402 
404  const double s, const double alpha0,
405  const double ml) const
406 {
407  double Ncf = 1.0;
408  double mf2 = ml*ml;
409  double betaf = sqrt(1.0 - 4.0*mf2/s);
410  double G1SM0 = G1_l_SM0(l, s, alpha0), G2SM0 = G2_l_SM0(l, s, alpha0);
411 
412  return ( 4.0*M_PI*alpha0*alpha0/(3.0*s)*Ncf*betaf
413  *(G1SM0 + 2.0*mf2/s*G2SM0) );
414 }
415 
416 
418  const double s, const double alpha0,
419  const double mq) const
420 {
421  double Ncf = 3.0;
422  double mf2 = mq*mq;
423  double betaf = sqrt(1.0 - 4.0*mf2/s);
424  double G1SM0 = G1_q_SM0(q, s, alpha0), G2SM0 = G2_q_SM0(q, s, alpha0);
425 
426  return ( 4.0*M_PI*alpha0*alpha0/(3.0*s)*Ncf*betaf
427  *(G1SM0 + 2.0*mf2/s*G2SM0) );
428 }
429 
430 
LEP2oblique::Shat
Definition: LEP2oblique.h:25
LEP2oblique::G3_NP
double G3_NP(const double s, const double alpha0, const double Qf, const double vf, const double af, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:248
LEP2oblique::AFB_l_LEP2_NP
double AFB_l_LEP2_NP(const QCD::lepton l, const double s, const double ml, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:45
LEP2oblique::vl
double vl(const QCD::lepton l, const double alpha0) const
Definition: LEP2oblique.cpp:162
QCD::BOTTOM
Definition: QCD.h:329
LEP2oblique::DeltaEpsilon_1
double DeltaEpsilon_1(const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:108
LEP2oblique::sigma_l_LEP2_NP
double sigma_l_LEP2_NP(const QCD::lepton l, const double s, const double ml, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:19
LEP2oblique::R_q_LEP2_NP
double R_q_LEP2_NP(const QCD::quark q, const double s, const double mq, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:83
LEP2oblique::G3_q_SM0
double G3_q_SM0(const QCD::quark q, const double s, const double alpha0) const
Definition: LEP2oblique.cpp:394
LEP2oblique::epsilonGammaZ
double epsilonGammaZ(const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:153
LEP2oblique::G1_l_SM0
double G1_l_SM0(const QCD::lepton l, const double s, const double alpha0) const
Definition: LEP2oblique.cpp:315
LEP2oblique::G3_l_NP
double G3_l_NP(const QCD::lepton l, const double s, const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:277
LEP2oblique::G2_q_SM0
double G2_q_SM0(const QCD::quark q, const double s, const double alpha0) const
Definition: LEP2oblique.cpp:360
QCD::UP
Definition: QCD.h:324
LEP2oblique::sigma_q_LEP2_SM0
double sigma_q_LEP2_SM0(const QCD::quark q, const double s, const double alpha0, const double mq) const
Definition: LEP2oblique.cpp:417
LEP2oblique::epsilonZZ
double epsilonZZ(const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:135
LEP2oblique::Uhat
Definition: LEP2oblique.h:25
QCD::CHARM
Definition: QCD.h:326
LEP2oblique::sigma_q_LEP2_NP
double sigma_q_LEP2_NP(const QCD::quark q, const double s, const double mq, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:32
gslpp::complex
A class for defining operations on and functions of complex numbers.
Definition: gslpp_complex.h:35
LEP2oblique::al
double al(const QCD::lepton l, const double alpha0) const
Definition: LEP2oblique.cpp:180
LEP2oblique::That
Definition: LEP2oblique.h:25
QCD::ELECTRON
Definition: QCD.h:312
LEP2oblique::G1_SM0
double G1_SM0(const double s, const double alpha0, const double Qf, const double vf, const double af) const
Definition: LEP2oblique.cpp:297
Particle::getIsospin
double getIsospin() const
A get method to access the particle isospin.
Definition: Particle.h:115
gslpp::complex::abs2
double abs2() const
Definition: gslpp_complex.cpp:86
StandardModel
A model class for the Standard Model.
Definition: StandardModel.h:477
LEP2oblique::s02
double s02(const double alpha0) const
Definition: LEP2oblique.h:74
LEP2oblique::LEP2oblique
LEP2oblique(const StandardModel &SM_i)
LEP2oblique constructor.
Definition: LEP2oblique.cpp:11
LEP2oblique::G1_q_NP
double G1_q_NP(const QCD::quark q, const double s, const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:238
LEP2oblique::SM
const StandardModel & SM
Definition: LEP2oblique.h:52
LEP2oblique::aq
double aq(const QCD::quark q, const double alpha0) const
Definition: LEP2oblique.cpp:187
LEP2oblique::G1_l_NP
double G1_l_NP(const QCD::lepton l, const double s, const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:228
LEP2oblique::sigma_l_LEP2_SM0
double sigma_l_LEP2_SM0(const QCD::lepton l, const double s, const double alpha0, const double ml) const
Definition: LEP2oblique.cpp:403
LEP2oblique::Y
Definition: LEP2oblique.h:25
LEP2oblique::X
Definition: LEP2oblique.h:25
LEP2oblique::G2_SM0
double G2_SM0(const double s, const double alpha0, const double Qf, const double vf, const double af) const
Definition: LEP2oblique.cpp:333
LEP2oblique::V
Definition: LEP2oblique.h:25
LEP2oblique::c02
double c02(const double alpha0) const
Definition: LEP2oblique.h:84
gslpp::sqrt
complex sqrt(const complex &z)
Definition: gslpp_complex.cpp:385
Particle::getCharge
double getCharge() const
A get method to access the particle charge.
Definition: Particle.h:97
LEP2oblique::DeltaEpsilon_2
double DeltaEpsilon_2(const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:117
QCD::getQuarks
Particle getQuarks(const QCD::quark q) const
A get method to access a quark as an object of the type Particle.
Definition: QCD.h:534
QCD::quark
quark
An enum type for quarks.
Definition: QCD.h:323
LEP2oblique::epsilonGammaGamma
double epsilonGammaGamma(const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:144
LEP2oblique::alpha_at_s
double alpha_at_s(const double s) const
Definition: LEP2oblique.h:62
LEP2oblique::G3_l_SM0
double G3_l_SM0(const QCD::lepton l, const double s, const double alpha0) const
Definition: LEP2oblique.cpp:385
StandardModel::getMz
double getMz() const
A get method to access the mass of the boson .
Definition: StandardModel.h:721
LEP2oblique.h
QCD::STRANGE
Definition: QCD.h:327
gslpp::complex::real
const double & real() const
Definition: gslpp_complex.cpp:53
LEP2oblique::G1_NP
double G1_NP(const double s, const double alpha0, const double Qf, const double vf, const double af, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:194
LEP2oblique::G1_q_SM0
double G1_q_SM0(const QCD::quark q, const double s, const double alpha0) const
Definition: LEP2oblique.cpp:324
LEP2oblique::AFB_q_LEP2_NP
double AFB_q_LEP2_NP(const QCD::quark q, const double s, const double mq, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:64
LEP2oblique::DeltaEpsilon_3
double DeltaEpsilon_3(const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:126
LEP2oblique::W
Definition: LEP2oblique.h:25
LEP2oblique::G3_q_NP
double G3_q_NP(const QCD::quark q, const double s, const double alpha0, const double ObParam_i[]) const
Definition: LEP2oblique.cpp:287
LEP2oblique::vq
double vq(const QCD::quark q, const double alpha0) const
Definition: LEP2oblique.cpp:171
QCD::DOWN
Definition: QCD.h:325
LEP2oblique::G3_SM0
double G3_SM0(const double s, const double alpha0, const double Qf, const double vf, const double af) const
Definition: LEP2oblique.cpp:370
LEP2oblique::G2_l_SM0
double G2_l_SM0(const QCD::lepton l, const double s, const double alpha0) const
Definition: LEP2oblique.cpp:351
LEP2oblique::Mw0
double Mw0(const double alpha0) const
Definition: LEP2oblique.h:68
QCD::lepton
lepton
An enum type for leptons.
Definition: QCD.h:310
StandardModel::getLeptons
Particle getLeptons(const QCD::lepton p) const
A get method to retrieve the member object of a lepton.
Definition: StandardModel.h:712