BOSS
7.0.8
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PdtPdg.h
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1
#ifndef MdcRecoUtilPDGTYPE_H
2
#define MdcRecoUtilPDGTYPE_H
3
4
class
PdtPdg
5
{
6
public
:
7
enum
PdgType
8
{
9
d
= 1 ,
10
anti_d
= -1 ,
11
u
= 2 ,
12
anti_u
= -2 ,
13
s
= 3 ,
14
anti_s
= -3 ,
15
c
= 4 ,
16
anti_c
= -4 ,
17
b
= 5 ,
18
anti_b
= -5 ,
19
t
= 6 ,
20
anti_t
= -6 ,
21
l
= 7 ,
22
anti_l
= -7 ,
23
h
= 8 ,
24
anti_h
= -8 ,
25
g
= 21 ,
26
e_minus
= 11 ,
27
e_plus
= -11 ,
28
nu_e
= 12 ,
29
anti_nu_e
= -12 ,
30
mu_minus
= 13 ,
31
mu_plus
= -13 ,
32
nu_mu
= 14 ,
33
anti_nu_mu
= -14 ,
34
tau_minus
= 15 ,
35
tau_plus
= -15 ,
36
nu_tau
= 16 ,
37
anti_nu_tau
= -16 ,
38
L_minus
= 17 ,
39
L_plus
= -17 ,
40
nu_L
= 18 ,
41
anti_nu_L
= -18 ,
42
gamma
= 22 ,
43
Z0
= 23 ,
44
W_plus
= 24 ,
45
W_minus
= -24 ,
46
Higgs0
= 25 ,
47
reggeon
= 28 ,
48
pomeron
= 29 ,
49
Z_prime0
= 32 ,
50
Z_prime_prime0
= 33 ,
51
W_prime_plus
= 34 ,
52
W_prime_minus
= -34 ,
53
Higgs_prime0
= 35 ,
54
A0
= 36 ,
55
Higgs_plus
= 37 ,
56
Higgs_minus
= -37 ,
57
R0
= 40 ,
58
anti_R0
= -40 ,
59
specflav
= 81 ,
60
rndmflav
= 82 ,
61
anti_rndmflav
= -82 ,
62
phasespa
= 83 ,
63
c_minushadron
= 84 ,
64
anti_c_minushadron
= -84 ,
65
b_minushadron
= 85 ,
66
anti_b_minushadron
= -85 ,
67
t_minushadron
= 86 ,
68
anti_t_minushadron
= -86 ,
69
Wvirt_plus
= 89 ,
70
Wvirt_minus
= -89 ,
71
diquark
= 90 ,
72
anti_diquark
= -90 ,
73
cluster
= 91 ,
74
string
= 92 ,
75
indep
= 93 ,
76
CMshower
= 94 ,
77
SPHEaxis
= 95 ,
78
THRUaxis
= 96 ,
79
CLUSjet
= 97 ,
80
CELLjet
= 98 ,
81
table
= 99 ,
82
pi0
= 111 ,
83
pi_plus
= 211 ,
84
pi_minus
= -211 ,
85
pi_diffr_plus
= 210 ,
86
pi_diffr_minus
= -210 ,
87
pi_2S0
= 20111 ,
88
pi_2S_plus
= 20211 ,
89
pi_2S_minus
= -20211 ,
90
eta
= 221 ,
91
eta_2S
= 20221 ,
92
eta_prime
= 331 ,
93
rho0
= 113 ,
94
rho_plus
= 213 ,
95
rho_minus
= -213 ,
96
rho_2S0
= 30113 ,
97
rho_2S_plus
= 30213 ,
98
rho_2S_minus
= -30213 ,
99
rho_3S0
= 40113 ,
100
rho_3S_plus
= 40213 ,
101
rho_3S_minus
= -40213 ,
102
omega
= 223 ,
103
omega_2S
= 30223 ,
104
phi
= 333 ,
105
a_00
= 10111 ,
106
a_0_plus
= 10211 ,
107
a_0_minus
= -10211 ,
108
f_0
= 10221 ,
109
f_prime_0
= 10331 ,
110
b_10
= 10113 ,
111
b_1_plus
= 10213 ,
112
b_1_minus
= -10213 ,
113
h_1
= 10223 ,
114
h_prime_1
= 10333 ,
115
a_10
= 20113 ,
116
a_1_plus
= 20213 ,
117
a_1_minus
= -20213 ,
118
f_1
= 20223 ,
119
f_prime_1
= 20333 ,
120
a_20
= 115 ,
121
a_2_plus
= 215 ,
122
a_2_minus
= -215 ,
123
f_2
= 225 ,
124
f_prime_2
= 335 ,
125
K0
= 311 ,
126
anti_K0
= -311 ,
127
K_S0
= 310 ,
128
K_L0
= 130 ,
129
K_plus
= 321 ,
130
K_minus
= -321 ,
131
K_star0
= 313 ,
132
anti_K_star0
= -313 ,
133
K_star_plus
= 323 ,
134
K_star_minus
= -323 ,
135
K_0_star0
= 10311 ,
136
anti_K_0_star0
= -10311 ,
137
K_0_star_plus
= 10321 ,
138
K_0_star_minus
= -10321 ,
139
K_10
= 10313 ,
140
anti_K_10
= -10313 ,
141
K_1_plus
= 10323 ,
142
K_1_minus
= -10323 ,
143
K_2_star0
= 315 ,
144
anti_K_2_star0
= -315 ,
145
K_2_star_plus
= 325 ,
146
K_2_star_minus
= -325 ,
147
K_prime_10
= 20313 ,
148
anti_K_prime_10
= -20313 ,
149
K_prime_1_plus
= 20323 ,
150
K_prime_1_minus
= -20323 ,
151
D_plus
= 411 ,
152
D_minus
= -411 ,
153
D0
= 421 ,
154
anti_D0
= -421 ,
155
D_star_plus
= 413 ,
156
D_star_minus
= -413 ,
157
D_star0
= 423 ,
158
anti_D_star0
= -423 ,
159
D_0_star_plus
= 10411 ,
160
D_0_star_minus
= -10411 ,
161
D_0_star0
= 10421 ,
162
anti_D_0_star0
= -10421 ,
163
D_1_plus
= 10413 ,
164
D_1_minus
= -10413 ,
165
D_10
= 10423 ,
166
anti_D_10
= -10423 ,
167
D_2_star_plus
= 415 ,
168
D_2_star_minus
= -415 ,
169
D_2_star0
= 425 ,
170
anti_D_2_star0
= -425 ,
171
D_prime_1_plus
= 20413 ,
172
D_prime_1_minus
= -20413 ,
173
D_prime_10
= 20423 ,
174
anti_D_prime_10
= -20423 ,
175
D_s_plus
= 431 ,
176
D_s_minus
= -431 ,
177
D_s_star_plus
= 433 ,
178
D_s_star_minus
= -433 ,
179
D_s0_star_plus
= 10431 ,
180
D_s0_star_minus
= -10431 ,
181
D_s1_plus
= 10433 ,
182
D_s1_minus
= -10433 ,
183
D_s2_star_plus
= 435 ,
184
D_s2_star_minus
= -435 ,
185
D_prime_s1_plus
= 20433 ,
186
D_prime_s1_minus
= -20433 ,
187
B0
= 511 ,
188
anti_B0
= -511 ,
189
B_plus
= 521 ,
190
B_minus
= -521 ,
191
B_star0
= 513 ,
192
anti_B_star0
= -513 ,
193
B_star_plus
= 523 ,
194
B_star_minus
= -523 ,
195
B_0_star0
= 10511 ,
196
anti_B_0_star0
= -10511 ,
197
B_0_star_plus
= 10521 ,
198
B_0_star_minus
= -10521 ,
199
B_10
= 10513 ,
200
anti_B_10
= -10513 ,
201
B_1_plus
= 10523 ,
202
B_1_minus
= -10523 ,
203
B_2_star0
= 515 ,
204
anti_B_2_star0
= -515 ,
205
B_2_star_plus
= 525 ,
206
B_2_star_minus
= -525 ,
207
B_prime_10
= 20513 ,
208
anti_B_prime_10
= -20513 ,
209
B_prime_1_plus
= 20523 ,
210
B_prime_1_minus
= -20523 ,
211
B_s0
= 531 ,
212
anti_B_s0
= -531 ,
213
B_s_star0
= 533 ,
214
anti_B_s_star0
= -533 ,
215
B_s0_star0
= 10531 ,
216
anti_B_s0_star0
= -10531 ,
217
B_s10
= 10533 ,
218
anti_B_s10
= -10533 ,
219
B_s2_star0
= 535 ,
220
anti_B_s2_star0
= -535 ,
221
B_prime_s10
= 20533 ,
222
anti_B_prime_s10
= -20533 ,
223
B_c_plus
= 541 ,
224
B_c_minus
= -541 ,
225
B_c_star_plus
= 543 ,
226
B_c_star_minus
= -543 ,
227
B_c0_star_plus
= 10541 ,
228
B_c0_star_minus
= -10541 ,
229
B_c1_plus
= 10543 ,
230
B_c1_minus
= -10543 ,
231
B_c2_star_plus
= 545 ,
232
B_c2_star_minus
= -545 ,
233
B_prime_c1_plus
= 20543 ,
234
B_prime_c1_minus
= -20543 ,
235
eta_c
= 441 ,
236
eta_c_2S
= 20441 ,
237
J_psi
= 443 ,
238
psi_2S
= 20443 ,
239
chi_c0
= 10441 ,
240
chi_c1
= 10443 ,
241
chi_c2
= 445 ,
242
eta_b_2S
= 20551 ,
243
eta_b_3S
= 40551 ,
244
Upsilon
= 553 ,
245
Upsilon_2S
= 20553 ,
246
Upsilon_3S
= 60553 ,
247
Upsilon_4S
= 70553 ,
248
Upsilon_5S
= 80553 ,
249
h_b
= 10553 ,
250
h_b_2P
= 40553 ,
251
h_b_3P
= 100553 ,
252
chi_b0
= 551 ,
253
chi_b1
= 20553 ,
254
chi_b2
= 555 ,
255
chi_b0_2P
= 30551 ,
256
chi_b1_2P
= 50553 ,
257
chi_b2_2P
= 10555 ,
258
chi_b0_3P
= 50551 ,
259
chi_b1_3P
= 110553 ,
260
chi_b2_3P
= 20555 ,
261
eta_b2_1D
= 40555 ,
262
eta_b2_2D
= 60555 ,
263
Upsilon_1_1D
= 120553 ,
264
Upsilon_2_1D
= 30555 ,
265
Upsilon_3_1D
= 557 ,
266
Upsilon_1_2D
= 130553 ,
267
Upsilon_2_2D
= 50555 ,
268
Upsilon_3_2D
= 10557 ,
269
Delta_minus
= 1114 ,
270
anti_Delta_plus
= -1114 ,
271
n_diffr
= 2110 ,
272
anti_n_diffr
= -2110 ,
273
n0
= 2112 ,
274
anti_n0
= -2112 ,
275
Delta0
= 2114 ,
276
anti_Delta0
= -2114 ,
277
p_diffr_plus
= 2210 ,
278
anti_p_diffr_minus
= -2210 ,
279
p_plus
= 2212 ,
280
anti_p_minus
= -2212 ,
281
Delta_plus
= 2214 ,
282
anti_Delta_minus
= -2214 ,
283
Delta_plus_plus
= 2224 ,
284
anti_Delta_minus_minus
= -2224 ,
285
Sigma_minus
= 3112 ,
286
anti_Sigma_plus
= -3112 ,
287
Sigma_star_minus
= 3114 ,
288
anti_Sigma_star_plus
= -3114 ,
289
Lambda0
= 3122 ,
290
anti_Lambda0
= -3122 ,
291
Sigma0
= 3212 ,
292
anti_Sigma0
= -3212 ,
293
Sigma_star0
= 3214 ,
294
anti_Sigma_star0
= -3214 ,
295
Sigma_plus
= 3222 ,
296
anti_Sigma_minus
= -3222 ,
297
Sigma_star_plus
= 3224 ,
298
anti_Sigma_star_minus
= -3224 ,
299
Xi_minus
= 3312 ,
300
anti_Xi_plus
= -3312 ,
301
Xi_star_minus
= 3314 ,
302
anti_Xi_star_plus
= -3314 ,
303
Xi0
= 3322 ,
304
anti_Xi0
= -3322 ,
305
Xi_star0
= 3324 ,
306
anti_Xi_star0
= -3324 ,
307
Omega_minus
= 3334 ,
308
anti_Omega_plus
= -3334 ,
309
Sigma_c0
= 4112 ,
310
anti_Sigma_c0
= -4112 ,
311
Sigma_c_star0
= 4114 ,
312
anti_Sigma_c_star0
= -4114 ,
313
Lambda_c_plus
= 4122 ,
314
anti_Lambda_c_minus
= -4122 ,
315
Xi_c0
= 4132 ,
316
anti_Xi_c0
= -4132 ,
317
Sigma_c_plus
= 4212 ,
318
anti_Sigma_c_minus
= -4212 ,
319
Sigma_c_star_plus
= 4214 ,
320
anti_Sigma_c_star_minus
= -4214 ,
321
Sigma_c_plus_plus
= 4222 ,
322
anti_Sigma_c_minus_minus
= -4222 ,
323
Sigma_c_star_plus_plus
= 4224 ,
324
anti_Sigma_c_star_minus_minus
= -4224 ,
325
Xi_c_plus
= 4322 ,
326
anti_Xi_c_minus
= -4322 ,
327
Xi_prime_c0
= 4312 ,
328
Xi_primeanti__c0
= -4312 ,
329
Xi_c_star0
= 4314 ,
330
anti_Xi_c_star0
= -4314 ,
331
Xi_prime_c_plus
= 4232 ,
332
Xi_primeanti__c_minus
= -4232 ,
333
Xi_c_star_plus
= 4324 ,
334
anti_Xi_c_star_minus
= -4324 ,
335
Omega_c0
= 4332 ,
336
anti_Omega_c0
= -4332 ,
337
Omega_c_star0
= 4334 ,
338
anti_Omega_c_star0
= -4334 ,
339
Sigma_b_minus
= 5112 ,
340
anti_Sigma_b_plus
= -5112 ,
341
Sigma_b_star_minus
= 5114 ,
342
anti_Sigma_b_star_plus
= -5114 ,
343
Lambda_b0
= 5122 ,
344
anti_Lambda_b0
= -5122 ,
345
Xi_b_minus
= 5132 ,
346
anti_Xi_b_plus
= -5132 ,
347
Sigma_b0
= 5212 ,
348
anti_Sigma_b0
= -5212 ,
349
Sigma_b_star0
= 5214 ,
350
anti_Sigma_b_star0
= -5214 ,
351
Sigma_b_plus
= 5222 ,
352
anti_Sigma_b_minus
= -5222 ,
353
Sigma_star_
= 5224 ,
354
anti_Sigma_b_star_minus
= -5224 ,
355
Xi_b0
= 5232 ,
356
anti_Xi_b0
= -5232 ,
357
Xi_prime_b_minus
= 5312 ,
358
anti_Xi_prime_b_plus
= -5312 ,
359
Xi_b_star_minus
= 5314 ,
360
anti_Xi_b_star_plus
= -5314 ,
361
Xi_prime_b0
= 5322 ,
362
anti_Xi_prime_b0
= -5322 ,
363
Xi_b_star0
= 5324 ,
364
anti_Xi_b_star0
= -5324 ,
365
Omega_b_minus
= 5332 ,
366
anti_Omega_b_plus
= -5332 ,
367
Omega_b_star_minus
= 5334 ,
368
anti_Omega_b_star_plus
= -5334 ,
369
dd_0
= 1101 ,
370
anti_dd_0
= -1101 ,
371
ud_0
= 2101 ,
372
anti_ud_0
= -2101 ,
373
uu_0
= 2201 ,
374
anti_uu_0
= -2201 ,
375
sd_0
= 3101 ,
376
anti_sd_0
= -3101 ,
377
su_0
= 3201 ,
378
anti_su_0
= -3201 ,
379
ss_0
= 3301 ,
380
anti_ss_0
= -3301 ,
381
cd_0
= 4101 ,
382
anti_cd_0
= -4101 ,
383
cu_0
= 4201 ,
384
anti_cu_0
= -4201 ,
385
cs_0
= 4301 ,
386
anti_cs_0
= -4301 ,
387
cc_0
= 4401 ,
388
anti_cc_0
= -4401 ,
389
bd_0
= 5101 ,
390
anti_bd_0
= -5101 ,
391
bu_0
= 5201 ,
392
anti_bu_0
= -5201 ,
393
bs_0
= 5301 ,
394
anti_bs_0
= -5301 ,
395
bc_0
= 5401 ,
396
anti_bc_0
= -5401 ,
397
bb_0
= 5501 ,
398
anti_bb_0
= -5501 ,
399
dd_1
= 1103 ,
400
anti_dd_1
= -1103 ,
401
ud_1
= 2103 ,
402
anti_ud_1
= -2103 ,
403
uu_1
= 2203 ,
404
anti_uu_1
= -2203 ,
405
sd_1
= 3103 ,
406
anti_sd_1
= -3103 ,
407
su_1
= 3203 ,
408
anti_su_1
= -3203 ,
409
ss_1
= 3303 ,
410
anti_ss_1
= -3303 ,
411
cd_1
= 4103 ,
412
anti_cd_1
= -4103 ,
413
cu_1
= 4203 ,
414
anti_cu_1
= -4203 ,
415
cs_1
= 4303 ,
416
anti_cs_1
= -4303 ,
417
cc_1
= 4403 ,
418
anti_cc_1
= -4403 ,
419
bd_1
= 5103 ,
420
anti_bd_1
= -5103 ,
421
bu_1
= 5203 ,
422
anti_bu_1
= -5203 ,
423
bs_1
= 5303 ,
424
anti_bs_1
= -5303 ,
425
bc_1
= 5403 ,
426
anti_bc_1
= -5403 ,
427
bb_1
= 5503 ,
428
anti_bb_1
= -5503 ,
429
deuteron
= 0,
430
tritium
= 0,
431
alpha
= 0,
432
geantino
= 0,
433
He3
= 0,
434
Cerenkov
= 0,
435
null
= 0
436
};
437
};
438
439
#endif
PdtPdg
Definition:
PdtPdg.h:5
PdtPdg::PdgType
PdgType
Definition:
PdtPdg.h:8
PdtPdg::Xi_c0
@ Xi_c0
Definition:
PdtPdg.h:315
PdtPdg::nu_L
@ nu_L
Definition:
PdtPdg.h:40
PdtPdg::anti_bs_0
@ anti_bs_0
Definition:
PdtPdg.h:394
PdtPdg::anti_Sigma_b_plus
@ anti_Sigma_b_plus
Definition:
PdtPdg.h:340
PdtPdg::Delta0
@ Delta0
Definition:
PdtPdg.h:275
PdtPdg::eta_b2_2D
@ eta_b2_2D
Definition:
PdtPdg.h:262
PdtPdg::f_prime_0
@ f_prime_0
Definition:
PdtPdg.h:109
PdtPdg::phasespa
@ phasespa
Definition:
PdtPdg.h:62
PdtPdg::anti_diquark
@ anti_diquark
Definition:
PdtPdg.h:72
PdtPdg::anti_Sigma_minus
@ anti_Sigma_minus
Definition:
PdtPdg.h:296
PdtPdg::K_minus
@ K_minus
Definition:
PdtPdg.h:130
PdtPdg::pi_2S0
@ pi_2S0
Definition:
PdtPdg.h:87
PdtPdg::Xi_prime_b_minus
@ Xi_prime_b_minus
Definition:
PdtPdg.h:357
PdtPdg::anti_Sigma_star0
@ anti_Sigma_star0
Definition:
PdtPdg.h:294
PdtPdg::anti_Delta_minus
@ anti_Delta_minus
Definition:
PdtPdg.h:282
PdtPdg::a_2_plus
@ a_2_plus
Definition:
PdtPdg.h:121
PdtPdg::B_c_minus
@ B_c_minus
Definition:
PdtPdg.h:224
PdtPdg::B_prime_1_minus
@ B_prime_1_minus
Definition:
PdtPdg.h:210
PdtPdg::anti_Lambda_b0
@ anti_Lambda_b0
Definition:
PdtPdg.h:344
PdtPdg::pi_minus
@ pi_minus
Definition:
PdtPdg.h:84
PdtPdg::anti_cu_1
@ anti_cu_1
Definition:
PdtPdg.h:414
PdtPdg::Lambda_b0
@ Lambda_b0
Definition:
PdtPdg.h:343
PdtPdg::eta_2S
@ eta_2S
Definition:
PdtPdg.h:91
PdtPdg::a_10
@ a_10
Definition:
PdtPdg.h:115
PdtPdg::B_prime_s10
@ B_prime_s10
Definition:
PdtPdg.h:221
PdtPdg::D_star0
@ D_star0
Definition:
PdtPdg.h:157
PdtPdg::anti_Omega_plus
@ anti_Omega_plus
Definition:
PdtPdg.h:308
PdtPdg::K_0_star0
@ K_0_star0
Definition:
PdtPdg.h:135
PdtPdg::chi_c2
@ chi_c2
Definition:
PdtPdg.h:241
PdtPdg::Xi_prime_b0
@ Xi_prime_b0
Definition:
PdtPdg.h:361
PdtPdg::anti_l
@ anti_l
Definition:
PdtPdg.h:22
PdtPdg::CLUSjet
@ CLUSjet
Definition:
PdtPdg.h:79
PdtPdg::anti_D_star0
@ anti_D_star0
Definition:
PdtPdg.h:158
PdtPdg::anti_bc_0
@ anti_bc_0
Definition:
PdtPdg.h:396
PdtPdg::pi_plus
@ pi_plus
Definition:
PdtPdg.h:83
PdtPdg::D_0_star_minus
@ D_0_star_minus
Definition:
PdtPdg.h:160
PdtPdg::B_minus
@ B_minus
Definition:
PdtPdg.h:190
PdtPdg::uu_1
@ uu_1
Definition:
PdtPdg.h:403
PdtPdg::anti_Omega_b_star_plus
@ anti_Omega_b_star_plus
Definition:
PdtPdg.h:368
PdtPdg::anti_Xi_prime_b_plus
@ anti_Xi_prime_b_plus
Definition:
PdtPdg.h:358
PdtPdg::B_s10
@ B_s10
Definition:
PdtPdg.h:217
PdtPdg::tau_plus
@ tau_plus
Definition:
PdtPdg.h:35
PdtPdg::anti_dd_0
@ anti_dd_0
Definition:
PdtPdg.h:370
PdtPdg::p_plus
@ p_plus
Definition:
PdtPdg.h:279
PdtPdg::B_star0
@ B_star0
Definition:
PdtPdg.h:191
PdtPdg::ud_0
@ ud_0
Definition:
PdtPdg.h:371
PdtPdg::anti_K_10
@ anti_K_10
Definition:
PdtPdg.h:140
PdtPdg::sd_1
@ sd_1
Definition:
PdtPdg.h:405
PdtPdg::rho_2S_plus
@ rho_2S_plus
Definition:
PdtPdg.h:97
PdtPdg::alpha
@ alpha
Definition:
PdtPdg.h:431
PdtPdg::t_minushadron
@ t_minushadron
Definition:
PdtPdg.h:67
PdtPdg::W_prime_plus
@ W_prime_plus
Definition:
PdtPdg.h:51
PdtPdg::Sigma0
@ Sigma0
Definition:
PdtPdg.h:291
PdtPdg::anti_B_s0_star0
@ anti_B_s0_star0
Definition:
PdtPdg.h:216
PdtPdg::h_b_2P
@ h_b_2P
Definition:
PdtPdg.h:250
PdtPdg::Xi_b_minus
@ Xi_b_minus
Definition:
PdtPdg.h:345
PdtPdg::cd_1
@ cd_1
Definition:
PdtPdg.h:411
PdtPdg::Xi_prime_c_plus
@ Xi_prime_c_plus
Definition:
PdtPdg.h:331
PdtPdg::B_0_star0
@ B_0_star0
Definition:
PdtPdg.h:195
PdtPdg::bb_0
@ bb_0
Definition:
PdtPdg.h:397
PdtPdg::rho_3S_minus
@ rho_3S_minus
Definition:
PdtPdg.h:101
PdtPdg::Higgs_plus
@ Higgs_plus
Definition:
PdtPdg.h:55
PdtPdg::anti_dd_1
@ anti_dd_1
Definition:
PdtPdg.h:400
PdtPdg::rho_3S0
@ rho_3S0
Definition:
PdtPdg.h:99
PdtPdg::n0
@ n0
Definition:
PdtPdg.h:273
PdtPdg::Delta_plus_plus
@ Delta_plus_plus
Definition:
PdtPdg.h:283
PdtPdg::omega
@ omega
Definition:
PdtPdg.h:102
PdtPdg::Sigma_c_plus
@ Sigma_c_plus
Definition:
PdtPdg.h:317
PdtPdg::anti_K_prime_10
@ anti_K_prime_10
Definition:
PdtPdg.h:148
PdtPdg::anti_B_star0
@ anti_B_star0
Definition:
PdtPdg.h:192
PdtPdg::anti_bs_1
@ anti_bs_1
Definition:
PdtPdg.h:424
PdtPdg::anti_uu_1
@ anti_uu_1
Definition:
PdtPdg.h:404
PdtPdg::Z_prime0
@ Z_prime0
Definition:
PdtPdg.h:49
PdtPdg::D0
@ D0
Definition:
PdtPdg.h:153
PdtPdg::anti_K_star0
@ anti_K_star0
Definition:
PdtPdg.h:132
PdtPdg::anti_K_0_star0
@ anti_K_0_star0
Definition:
PdtPdg.h:136
PdtPdg::bu_1
@ bu_1
Definition:
PdtPdg.h:421
PdtPdg::L_minus
@ L_minus
Definition:
PdtPdg.h:38
PdtPdg::D_1_plus
@ D_1_plus
Definition:
PdtPdg.h:163
PdtPdg::anti_u
@ anti_u
Definition:
PdtPdg.h:12
PdtPdg::eta
@ eta
Definition:
PdtPdg.h:90
PdtPdg::K_prime_1_plus
@ K_prime_1_plus
Definition:
PdtPdg.h:149
PdtPdg::anti_Xi_c_star0
@ anti_Xi_c_star0
Definition:
PdtPdg.h:330
PdtPdg::Sigma_c0
@ Sigma_c0
Definition:
PdtPdg.h:309
PdtPdg::eta_b_3S
@ eta_b_3S
Definition:
PdtPdg.h:243
PdtPdg::anti_K_2_star0
@ anti_K_2_star0
Definition:
PdtPdg.h:144
PdtPdg::Delta_minus
@ Delta_minus
Definition:
PdtPdg.h:269
PdtPdg::anti_B_s_star0
@ anti_B_s_star0
Definition:
PdtPdg.h:214
PdtPdg::anti_Omega_c_star0
@ anti_Omega_c_star0
Definition:
PdtPdg.h:338
PdtPdg::Sigma_b_plus
@ Sigma_b_plus
Definition:
PdtPdg.h:351
PdtPdg::B_2_star_plus
@ B_2_star_plus
Definition:
PdtPdg.h:205
PdtPdg::anti_Sigma_b_minus
@ anti_Sigma_b_minus
Definition:
PdtPdg.h:352
PdtPdg::pi_2S_minus
@ pi_2S_minus
Definition:
PdtPdg.h:89
PdtPdg::D_2_star0
@ D_2_star0
Definition:
PdtPdg.h:169
PdtPdg::Omega_c0
@ Omega_c0
Definition:
PdtPdg.h:335
PdtPdg::Z_prime_prime0
@ Z_prime_prime0
Definition:
PdtPdg.h:50
PdtPdg::anti_bd_0
@ anti_bd_0
Definition:
PdtPdg.h:390
PdtPdg::Sigma_b_star_minus
@ Sigma_b_star_minus
Definition:
PdtPdg.h:341
PdtPdg::anti_bb_1
@ anti_bb_1
Definition:
PdtPdg.h:428
PdtPdg::He3
@ He3
Definition:
PdtPdg.h:433
PdtPdg::anti_D0
@ anti_D0
Definition:
PdtPdg.h:154
PdtPdg::table
@ table
Definition:
PdtPdg.h:81
PdtPdg::Omega_minus
@ Omega_minus
Definition:
PdtPdg.h:307
PdtPdg::anti_ud_0
@ anti_ud_0
Definition:
PdtPdg.h:372
PdtPdg::Upsilon_3_1D
@ Upsilon_3_1D
Definition:
PdtPdg.h:265
PdtPdg::Sigma_b_minus
@ Sigma_b_minus
Definition:
PdtPdg.h:339
PdtPdg::nu_tau
@ nu_tau
Definition:
PdtPdg.h:36
PdtPdg::anti_cu_0
@ anti_cu_0
Definition:
PdtPdg.h:384
PdtPdg::anti_Sigma_c0
@ anti_Sigma_c0
Definition:
PdtPdg.h:310
PdtPdg::anti_Sigma_plus
@ anti_Sigma_plus
Definition:
PdtPdg.h:286
PdtPdg::Upsilon_3S
@ Upsilon_3S
Definition:
PdtPdg.h:246
PdtPdg::K_prime_1_minus
@ K_prime_1_minus
Definition:
PdtPdg.h:150
PdtPdg::anti_D_10
@ anti_D_10
Definition:
PdtPdg.h:166
PdtPdg::cu_0
@ cu_0
Definition:
PdtPdg.h:383
PdtPdg::Xi_star_minus
@ Xi_star_minus
Definition:
PdtPdg.h:301
PdtPdg::chi_b1_3P
@ chi_b1_3P
Definition:
PdtPdg.h:259
PdtPdg::bc_1
@ bc_1
Definition:
PdtPdg.h:425
PdtPdg::t
@ t
Definition:
PdtPdg.h:19
PdtPdg::B_c0_star_minus
@ B_c0_star_minus
Definition:
PdtPdg.h:228
PdtPdg::anti_cc_0
@ anti_cc_0
Definition:
PdtPdg.h:388
PdtPdg::D_prime_1_minus
@ D_prime_1_minus
Definition:
PdtPdg.h:172
PdtPdg::b
@ b
Definition:
PdtPdg.h:17
PdtPdg::a_2_minus
@ a_2_minus
Definition:
PdtPdg.h:122
PdtPdg::a_0_plus
@ a_0_plus
Definition:
PdtPdg.h:106
PdtPdg::anti_sd_1
@ anti_sd_1
Definition:
PdtPdg.h:406
PdtPdg::D_star_minus
@ D_star_minus
Definition:
PdtPdg.h:156
PdtPdg::anti_Xi_prime_b0
@ anti_Xi_prime_b0
Definition:
PdtPdg.h:362
PdtPdg::D_s1_minus
@ D_s1_minus
Definition:
PdtPdg.h:182
PdtPdg::D_2_star_minus
@ D_2_star_minus
Definition:
PdtPdg.h:168
PdtPdg::f_prime_1
@ f_prime_1
Definition:
PdtPdg.h:119
PdtPdg::Upsilon_2_1D
@ Upsilon_2_1D
Definition:
PdtPdg.h:264
PdtPdg::c_minushadron
@ c_minushadron
Definition:
PdtPdg.h:63
PdtPdg::B_1_plus
@ B_1_plus
Definition:
PdtPdg.h:201
PdtPdg::Xi_b_star0
@ Xi_b_star0
Definition:
PdtPdg.h:363
PdtPdg::Delta_plus
@ Delta_plus
Definition:
PdtPdg.h:281
PdtPdg::anti_R0
@ anti_R0
Definition:
PdtPdg.h:58
PdtPdg::B_c2_star_minus
@ B_c2_star_minus
Definition:
PdtPdg.h:232
PdtPdg::mu_minus
@ mu_minus
Definition:
PdtPdg.h:30
PdtPdg::a_1_minus
@ a_1_minus
Definition:
PdtPdg.h:117
PdtPdg::eta_b_2S
@ eta_b_2S
Definition:
PdtPdg.h:242
PdtPdg::Higgs0
@ Higgs0
Definition:
PdtPdg.h:46
PdtPdg::pi_diffr_minus
@ pi_diffr_minus
Definition:
PdtPdg.h:86
PdtPdg::cu_1
@ cu_1
Definition:
PdtPdg.h:413
PdtPdg::W_minus
@ W_minus
Definition:
PdtPdg.h:45
PdtPdg::f_2
@ f_2
Definition:
PdtPdg.h:123
PdtPdg::B_star_minus
@ B_star_minus
Definition:
PdtPdg.h:194
PdtPdg::anti_bb_0
@ anti_bb_0
Definition:
PdtPdg.h:398
PdtPdg::D_s_star_minus
@ D_s_star_minus
Definition:
PdtPdg.h:178
PdtPdg::rho_3S_plus
@ rho_3S_plus
Definition:
PdtPdg.h:100
PdtPdg::K_star_minus
@ K_star_minus
Definition:
PdtPdg.h:134
PdtPdg::anti_Omega_b_plus
@ anti_Omega_b_plus
Definition:
PdtPdg.h:366
PdtPdg::chi_b0_3P
@ chi_b0_3P
Definition:
PdtPdg.h:258
PdtPdg::anti_Xi_c_star_minus
@ anti_Xi_c_star_minus
Definition:
PdtPdg.h:334
PdtPdg::Xi_c_star_plus
@ Xi_c_star_plus
Definition:
PdtPdg.h:333
PdtPdg::anti_Lambda_c_minus
@ anti_Lambda_c_minus
Definition:
PdtPdg.h:314
PdtPdg::anti_b_minushadron
@ anti_b_minushadron
Definition:
PdtPdg.h:66
PdtPdg::chi_b2_3P
@ chi_b2_3P
Definition:
PdtPdg.h:260
PdtPdg::anti_Sigma_b0
@ anti_Sigma_b0
Definition:
PdtPdg.h:348
PdtPdg::K_1_plus
@ K_1_plus
Definition:
PdtPdg.h:141
PdtPdg::Upsilon_5S
@ Upsilon_5S
Definition:
PdtPdg.h:248
PdtPdg::D_star_plus
@ D_star_plus
Definition:
PdtPdg.h:155
PdtPdg::B_plus
@ B_plus
Definition:
PdtPdg.h:189
PdtPdg::anti_Delta_plus
@ anti_Delta_plus
Definition:
PdtPdg.h:270
PdtPdg::anti_Xi0
@ anti_Xi0
Definition:
PdtPdg.h:304
PdtPdg::B_c1_minus
@ B_c1_minus
Definition:
PdtPdg.h:230
PdtPdg::anti_Sigma_c_star_minus_minus
@ anti_Sigma_c_star_minus_minus
Definition:
PdtPdg.h:324
PdtPdg::B_star_plus
@ B_star_plus
Definition:
PdtPdg.h:193
PdtPdg::Wvirt_minus
@ Wvirt_minus
Definition:
PdtPdg.h:70
PdtPdg::chi_b1_2P
@ chi_b1_2P
Definition:
PdtPdg.h:256
PdtPdg::Upsilon_1_1D
@ Upsilon_1_1D
Definition:
PdtPdg.h:263
PdtPdg::Upsilon_2S
@ Upsilon_2S
Definition:
PdtPdg.h:245
PdtPdg::anti_bu_1
@ anti_bu_1
Definition:
PdtPdg.h:422
PdtPdg::B_2_star0
@ B_2_star0
Definition:
PdtPdg.h:203
PdtPdg::Omega_c_star0
@ Omega_c_star0
Definition:
PdtPdg.h:337
PdtPdg::anti_nu_e
@ anti_nu_e
Definition:
PdtPdg.h:29
PdtPdg::g
@ g
Definition:
PdtPdg.h:25
PdtPdg::B_s2_star0
@ B_s2_star0
Definition:
PdtPdg.h:219
PdtPdg::rndmflav
@ rndmflav
Definition:
PdtPdg.h:60
PdtPdg::B_s_star0
@ B_s_star0
Definition:
PdtPdg.h:213
PdtPdg::B_s0_star0
@ B_s0_star0
Definition:
PdtPdg.h:215
PdtPdg::Sigma_star0
@ Sigma_star0
Definition:
PdtPdg.h:293
PdtPdg::B0
@ B0
Definition:
PdtPdg.h:187
PdtPdg::anti_Omega_c0
@ anti_Omega_c0
Definition:
PdtPdg.h:336
PdtPdg::anti_Xi_plus
@ anti_Xi_plus
Definition:
PdtPdg.h:300
PdtPdg::bc_0
@ bc_0
Definition:
PdtPdg.h:395
PdtPdg::Omega_b_star_minus
@ Omega_b_star_minus
Definition:
PdtPdg.h:367
PdtPdg::anti_p_minus
@ anti_p_minus
Definition:
PdtPdg.h:280
PdtPdg::B_c1_plus
@ B_c1_plus
Definition:
PdtPdg.h:229
PdtPdg::D_minus
@ D_minus
Definition:
PdtPdg.h:152
PdtPdg::B_prime_10
@ B_prime_10
Definition:
PdtPdg.h:207
PdtPdg::Upsilon_4S
@ Upsilon_4S
Definition:
PdtPdg.h:247
PdtPdg::anti_Lambda0
@ anti_Lambda0
Definition:
PdtPdg.h:290
PdtPdg::eta_prime
@ eta_prime
Definition:
PdtPdg.h:92
PdtPdg::d
@ d
Definition:
PdtPdg.h:9
PdtPdg::D_s_minus
@ D_s_minus
Definition:
PdtPdg.h:176
PdtPdg::Higgs_prime0
@ Higgs_prime0
Definition:
PdtPdg.h:53
PdtPdg::anti_Xi_b_plus
@ anti_Xi_b_plus
Definition:
PdtPdg.h:346
PdtPdg::ss_0
@ ss_0
Definition:
PdtPdg.h:379
PdtPdg::p_diffr_plus
@ p_diffr_plus
Definition:
PdtPdg.h:277
PdtPdg::rho_minus
@ rho_minus
Definition:
PdtPdg.h:95
PdtPdg::anti_D_2_star0
@ anti_D_2_star0
Definition:
PdtPdg.h:170
PdtPdg::Xi_c_plus
@ Xi_c_plus
Definition:
PdtPdg.h:325
PdtPdg::anti_Sigma_star_minus
@ anti_Sigma_star_minus
Definition:
PdtPdg.h:298
PdtPdg::Higgs_minus
@ Higgs_minus
Definition:
PdtPdg.h:56
PdtPdg::L_plus
@ L_plus
Definition:
PdtPdg.h:39
PdtPdg::anti_bc_1
@ anti_bc_1
Definition:
PdtPdg.h:426
PdtPdg::B_c2_star_plus
@ B_c2_star_plus
Definition:
PdtPdg.h:231
PdtPdg::bb_1
@ bb_1
Definition:
PdtPdg.h:427
PdtPdg::anti_Delta_minus_minus
@ anti_Delta_minus_minus
Definition:
PdtPdg.h:284
PdtPdg::b_1_minus
@ b_1_minus
Definition:
PdtPdg.h:112
PdtPdg::anti_Sigma0
@ anti_Sigma0
Definition:
PdtPdg.h:292
PdtPdg::anti_rndmflav
@ anti_rndmflav
Definition:
PdtPdg.h:61
PdtPdg::anti_ud_1
@ anti_ud_1
Definition:
PdtPdg.h:402
PdtPdg::anti_nu_tau
@ anti_nu_tau
Definition:
PdtPdg.h:37
PdtPdg::h_1
@ h_1
Definition:
PdtPdg.h:113
PdtPdg::Xi_b0
@ Xi_b0
Definition:
PdtPdg.h:355
PdtPdg::D_prime_1_plus
@ D_prime_1_plus
Definition:
PdtPdg.h:171
PdtPdg::anti_nu_mu
@ anti_nu_mu
Definition:
PdtPdg.h:33
PdtPdg::bs_0
@ bs_0
Definition:
PdtPdg.h:393
PdtPdg::Sigma_c_star_plus_plus
@ Sigma_c_star_plus_plus
Definition:
PdtPdg.h:323
PdtPdg::Lambda_c_plus
@ Lambda_c_plus
Definition:
PdtPdg.h:313
PdtPdg::Xi_primeanti__c0
@ Xi_primeanti__c0
Definition:
PdtPdg.h:328
PdtPdg::b_minushadron
@ b_minushadron
Definition:
PdtPdg.h:65
PdtPdg::anti_su_1
@ anti_su_1
Definition:
PdtPdg.h:408
PdtPdg::anti_B_prime_s10
@ anti_B_prime_s10
Definition:
PdtPdg.h:222
PdtPdg::D_plus
@ D_plus
Definition:
PdtPdg.h:151
PdtPdg::D_prime_s1_plus
@ D_prime_s1_plus
Definition:
PdtPdg.h:185
PdtPdg::anti_Sigma_c_star_minus
@ anti_Sigma_c_star_minus
Definition:
PdtPdg.h:320
PdtPdg::Sigma_b0
@ Sigma_b0
Definition:
PdtPdg.h:347
PdtPdg::anti_ss_0
@ anti_ss_0
Definition:
PdtPdg.h:380
PdtPdg::Xi_c_star0
@ Xi_c_star0
Definition:
PdtPdg.h:329
PdtPdg::B_0_star_plus
@ B_0_star_plus
Definition:
PdtPdg.h:197
PdtPdg::Cerenkov
@ Cerenkov
Definition:
PdtPdg.h:434
PdtPdg::tritium
@ tritium
Definition:
PdtPdg.h:430
PdtPdg::K_star_plus
@ K_star_plus
Definition:
PdtPdg.h:133
PdtPdg::Xi_minus
@ Xi_minus
Definition:
PdtPdg.h:299
PdtPdg::anti_Xi_b_star0
@ anti_Xi_b_star0
Definition:
PdtPdg.h:364
PdtPdg::su_0
@ su_0
Definition:
PdtPdg.h:377
PdtPdg::anti_bd_1
@ anti_bd_1
Definition:
PdtPdg.h:420
PdtPdg::bu_0
@ bu_0
Definition:
PdtPdg.h:391
PdtPdg::dd_1
@ dd_1
Definition:
PdtPdg.h:399
PdtPdg::a_00
@ a_00
Definition:
PdtPdg.h:105
PdtPdg::anti_Xi_star0
@ anti_Xi_star0
Definition:
PdtPdg.h:306
PdtPdg::K_10
@ K_10
Definition:
PdtPdg.h:139
PdtPdg::f_prime_2
@ f_prime_2
Definition:
PdtPdg.h:124
PdtPdg::chi_b2
@ chi_b2
Definition:
PdtPdg.h:254
PdtPdg::D_1_minus
@ D_1_minus
Definition:
PdtPdg.h:164
PdtPdg::l
@ l
Definition:
PdtPdg.h:21
PdtPdg::anti_Sigma_c_minus
@ anti_Sigma_c_minus
Definition:
PdtPdg.h:318
PdtPdg::THRUaxis
@ THRUaxis
Definition:
PdtPdg.h:78
PdtPdg::rho_plus
@ rho_plus
Definition:
PdtPdg.h:94
PdtPdg::nu_mu
@ nu_mu
Definition:
PdtPdg.h:32
PdtPdg::anti_Sigma_c_star0
@ anti_Sigma_c_star0
Definition:
PdtPdg.h:312
PdtPdg::K_2_star_minus
@ K_2_star_minus
Definition:
PdtPdg.h:146
PdtPdg::eta_b2_1D
@ eta_b2_1D
Definition:
PdtPdg.h:261
PdtPdg::Sigma_c_star_plus
@ Sigma_c_star_plus
Definition:
PdtPdg.h:319
PdtPdg::D_s1_plus
@ D_s1_plus
Definition:
PdtPdg.h:181
PdtPdg::anti_B_prime_10
@ anti_B_prime_10
Definition:
PdtPdg.h:208
PdtPdg::a_1_plus
@ a_1_plus
Definition:
PdtPdg.h:116
PdtPdg::Upsilon
@ Upsilon
Definition:
PdtPdg.h:244
PdtPdg::pi_diffr_plus
@ pi_diffr_plus
Definition:
PdtPdg.h:85
PdtPdg::K_star0
@ K_star0
Definition:
PdtPdg.h:131
PdtPdg::bd_1
@ bd_1
Definition:
PdtPdg.h:419
PdtPdg::h_b_3P
@ h_b_3P
Definition:
PdtPdg.h:251
PdtPdg::cs_1
@ cs_1
Definition:
PdtPdg.h:415
PdtPdg::Sigma_minus
@ Sigma_minus
Definition:
PdtPdg.h:285
PdtPdg::B_2_star_minus
@ B_2_star_minus
Definition:
PdtPdg.h:206
PdtPdg::diquark
@ diquark
Definition:
PdtPdg.h:71
PdtPdg::chi_b0_2P
@ chi_b0_2P
Definition:
PdtPdg.h:255
PdtPdg::anti_cc_1
@ anti_cc_1
Definition:
PdtPdg.h:418
PdtPdg::anti_bu_0
@ anti_bu_0
Definition:
PdtPdg.h:392
PdtPdg::Sigma_b_star0
@ Sigma_b_star0
Definition:
PdtPdg.h:349
PdtPdg::anti_p_diffr_minus
@ anti_p_diffr_minus
Definition:
PdtPdg.h:278
PdtPdg::anti_B_s2_star0
@ anti_B_s2_star0
Definition:
PdtPdg.h:220
PdtPdg::Upsilon_3_2D
@ Upsilon_3_2D
Definition:
PdtPdg.h:268
PdtPdg::cs_0
@ cs_0
Definition:
PdtPdg.h:385
PdtPdg::SPHEaxis
@ SPHEaxis
Definition:
PdtPdg.h:77
PdtPdg::D_0_star0
@ D_0_star0
Definition:
PdtPdg.h:161
PdtPdg::chi_b1
@ chi_b1
Definition:
PdtPdg.h:253
PdtPdg::anti_d
@ anti_d
Definition:
PdtPdg.h:10
PdtPdg::e_plus
@ e_plus
Definition:
PdtPdg.h:27
PdtPdg::pomeron
@ pomeron
Definition:
PdtPdg.h:48
PdtPdg::D_s0_star_minus
@ D_s0_star_minus
Definition:
PdtPdg.h:180
PdtPdg::anti_Sigma_b_star0
@ anti_Sigma_b_star0
Definition:
PdtPdg.h:350
PdtPdg::K0
@ K0
Definition:
PdtPdg.h:125
PdtPdg::J_psi
@ J_psi
Definition:
PdtPdg.h:237
PdtPdg::B_prime_c1_minus
@ B_prime_c1_minus
Definition:
PdtPdg.h:234
PdtPdg::eta_c_2S
@ eta_c_2S
Definition:
PdtPdg.h:236
PdtPdg::Upsilon_2_2D
@ Upsilon_2_2D
Definition:
PdtPdg.h:267
PdtPdg::Xi_primeanti__c_minus
@ Xi_primeanti__c_minus
Definition:
PdtPdg.h:332
PdtPdg::K_1_minus
@ K_1_minus
Definition:
PdtPdg.h:142
PdtPdg::anti_cs_0
@ anti_cs_0
Definition:
PdtPdg.h:386
PdtPdg::cc_0
@ cc_0
Definition:
PdtPdg.h:387
PdtPdg::anti_uu_0
@ anti_uu_0
Definition:
PdtPdg.h:374
PdtPdg::chi_c1
@ chi_c1
Definition:
PdtPdg.h:240
PdtPdg::anti_Sigma_star_plus
@ anti_Sigma_star_plus
Definition:
PdtPdg.h:288
PdtPdg::Upsilon_1_2D
@ Upsilon_1_2D
Definition:
PdtPdg.h:266
PdtPdg::anti_Sigma_b_star_plus
@ anti_Sigma_b_star_plus
Definition:
PdtPdg.h:342
PdtPdg::f_0
@ f_0
Definition:
PdtPdg.h:108
PdtPdg::Z0
@ Z0
Definition:
PdtPdg.h:43
PdtPdg::D_s2_star_plus
@ D_s2_star_plus
Definition:
PdtPdg.h:183
PdtPdg::anti_ss_1
@ anti_ss_1
Definition:
PdtPdg.h:410
PdtPdg::b_1_plus
@ b_1_plus
Definition:
PdtPdg.h:111
PdtPdg::K_L0
@ K_L0
Definition:
PdtPdg.h:128
PdtPdg::K_prime_10
@ K_prime_10
Definition:
PdtPdg.h:147
PdtPdg::a_20
@ a_20
Definition:
PdtPdg.h:120
PdtPdg::anti_c_minushadron
@ anti_c_minushadron
Definition:
PdtPdg.h:64
PdtPdg::cc_1
@ cc_1
Definition:
PdtPdg.h:417
PdtPdg::e_minus
@ e_minus
Definition:
PdtPdg.h:26
PdtPdg::D_10
@ D_10
Definition:
PdtPdg.h:165
PdtPdg::anti_t_minushadron
@ anti_t_minushadron
Definition:
PdtPdg.h:68
PdtPdg::anti_B_s0
@ anti_B_s0
Definition:
PdtPdg.h:212
PdtPdg::f_1
@ f_1
Definition:
PdtPdg.h:118
PdtPdg::bd_0
@ bd_0
Definition:
PdtPdg.h:389
PdtPdg::deuteron
@ deuteron
Definition:
PdtPdg.h:429
PdtPdg::sd_0
@ sd_0
Definition:
PdtPdg.h:375
PdtPdg::su_1
@ su_1
Definition:
PdtPdg.h:407
PdtPdg::K_plus
@ K_plus
Definition:
PdtPdg.h:129
PdtPdg::anti_Sigma_c_minus_minus
@ anti_Sigma_c_minus_minus
Definition:
PdtPdg.h:322
PdtPdg::anti_n0
@ anti_n0
Definition:
PdtPdg.h:274
PdtPdg::B_c0_star_plus
@ B_c0_star_plus
Definition:
PdtPdg.h:227
PdtPdg::ud_1
@ ud_1
Definition:
PdtPdg.h:401
PdtPdg::Xi_b_star_minus
@ Xi_b_star_minus
Definition:
PdtPdg.h:359
PdtPdg::omega_2S
@ omega_2S
Definition:
PdtPdg.h:103
PdtPdg::psi_2S
@ psi_2S
Definition:
PdtPdg.h:238
PdtPdg::B_1_minus
@ B_1_minus
Definition:
PdtPdg.h:202
PdtPdg::K_2_star_plus
@ K_2_star_plus
Definition:
PdtPdg.h:145
PdtPdg::D_prime_s1_minus
@ D_prime_s1_minus
Definition:
PdtPdg.h:186
PdtPdg::anti_D_0_star0
@ anti_D_0_star0
Definition:
PdtPdg.h:162
PdtPdg::bs_1
@ bs_1
Definition:
PdtPdg.h:423
PdtPdg::D_s0_star_plus
@ D_s0_star_plus
Definition:
PdtPdg.h:179
PdtPdg::phi
@ phi
Definition:
PdtPdg.h:104
PdtPdg::cd_0
@ cd_0
Definition:
PdtPdg.h:381
PdtPdg::B_c_star_minus
@ B_c_star_minus
Definition:
PdtPdg.h:226
PdtPdg::anti_Xi_b0
@ anti_Xi_b0
Definition:
PdtPdg.h:356
PdtPdg::anti_B0
@ anti_B0
Definition:
PdtPdg.h:188
PdtPdg::Xi_star0
@ Xi_star0
Definition:
PdtPdg.h:305
PdtPdg::B_prime_1_plus
@ B_prime_1_plus
Definition:
PdtPdg.h:209
PdtPdg::Wvirt_plus
@ Wvirt_plus
Definition:
PdtPdg.h:69
PdtPdg::D_s_plus
@ D_s_plus
Definition:
PdtPdg.h:175
PdtPdg::anti_c
@ anti_c
Definition:
PdtPdg.h:16
PdtPdg::anti_D_prime_10
@ anti_D_prime_10
Definition:
PdtPdg.h:174
PdtPdg::anti_Xi_c_minus
@ anti_Xi_c_minus
Definition:
PdtPdg.h:326
PdtPdg::anti_cs_1
@ anti_cs_1
Definition:
PdtPdg.h:416
PdtPdg::rho_2S_minus
@ rho_2S_minus
Definition:
PdtPdg.h:98
PdtPdg::indep
@ indep
Definition:
PdtPdg.h:75
PdtPdg::B_0_star_minus
@ B_0_star_minus
Definition:
PdtPdg.h:198
PdtPdg::null
@ null
Definition:
PdtPdg.h:435
PdtPdg::K_0_star_minus
@ K_0_star_minus
Definition:
PdtPdg.h:138
PdtPdg::anti_h
@ anti_h
Definition:
PdtPdg.h:24
PdtPdg::R0
@ R0
Definition:
PdtPdg.h:57
PdtPdg::anti_Xi_c0
@ anti_Xi_c0
Definition:
PdtPdg.h:316
PdtPdg::anti_su_0
@ anti_su_0
Definition:
PdtPdg.h:378
PdtPdg::CMshower
@ CMshower
Definition:
PdtPdg.h:76
PdtPdg::D_s2_star_minus
@ D_s2_star_minus
Definition:
PdtPdg.h:184
PdtPdg::nu_e
@ nu_e
Definition:
PdtPdg.h:28
PdtPdg::h
@ h
Definition:
PdtPdg.h:23
PdtPdg::D_prime_10
@ D_prime_10
Definition:
PdtPdg.h:173
PdtPdg::tau_minus
@ tau_minus
Definition:
PdtPdg.h:34
PdtPdg::u
@ u
Definition:
PdtPdg.h:11
PdtPdg::CELLjet
@ CELLjet
Definition:
PdtPdg.h:80
PdtPdg::Lambda0
@ Lambda0
Definition:
PdtPdg.h:289
PdtPdg::K_0_star_plus
@ K_0_star_plus
Definition:
PdtPdg.h:137
PdtPdg::anti_s
@ anti_s
Definition:
PdtPdg.h:14
PdtPdg::a_0_minus
@ a_0_minus
Definition:
PdtPdg.h:107
PdtPdg::anti_cd_1
@ anti_cd_1
Definition:
PdtPdg.h:412
PdtPdg::anti_Sigma_b_star_minus
@ anti_Sigma_b_star_minus
Definition:
PdtPdg.h:354
PdtPdg::b_10
@ b_10
Definition:
PdtPdg.h:110
PdtPdg::A0
@ A0
Definition:
PdtPdg.h:54
PdtPdg::anti_Xi_b_star_plus
@ anti_Xi_b_star_plus
Definition:
PdtPdg.h:360
PdtPdg::Xi0
@ Xi0
Definition:
PdtPdg.h:303
PdtPdg::K_S0
@ K_S0
Definition:
PdtPdg.h:127
PdtPdg::B_s0
@ B_s0
Definition:
PdtPdg.h:211
PdtPdg::ss_1
@ ss_1
Definition:
PdtPdg.h:409
PdtPdg::anti_nu_L
@ anti_nu_L
Definition:
PdtPdg.h:41
PdtPdg::Sigma_star_minus
@ Sigma_star_minus
Definition:
PdtPdg.h:287
PdtPdg::geantino
@ geantino
Definition:
PdtPdg.h:432
PdtPdg::anti_b
@ anti_b
Definition:
PdtPdg.h:18
PdtPdg::Sigma_star_plus
@ Sigma_star_plus
Definition:
PdtPdg.h:297
PdtPdg::anti_sd_0
@ anti_sd_0
Definition:
PdtPdg.h:376
PdtPdg::chi_b0
@ chi_b0
Definition:
PdtPdg.h:252
PdtPdg::h_prime_1
@ h_prime_1
Definition:
PdtPdg.h:114
PdtPdg::pi0
@ pi0
Definition:
PdtPdg.h:82
PdtPdg::anti_B_s10
@ anti_B_s10
Definition:
PdtPdg.h:218
PdtPdg::anti_B_10
@ anti_B_10
Definition:
PdtPdg.h:200
PdtPdg::reggeon
@ reggeon
Definition:
PdtPdg.h:47
PdtPdg::anti_Xi_star_plus
@ anti_Xi_star_plus
Definition:
PdtPdg.h:302
PdtPdg::anti_n_diffr
@ anti_n_diffr
Definition:
PdtPdg.h:272
PdtPdg::D_0_star_plus
@ D_0_star_plus
Definition:
PdtPdg.h:159
PdtPdg::B_10
@ B_10
Definition:
PdtPdg.h:199
PdtPdg::s
@ s
Definition:
PdtPdg.h:13
PdtPdg::K_2_star0
@ K_2_star0
Definition:
PdtPdg.h:143
PdtPdg::c
@ c
Definition:
PdtPdg.h:15
PdtPdg::rho0
@ rho0
Definition:
PdtPdg.h:93
PdtPdg::anti_t
@ anti_t
Definition:
PdtPdg.h:20
PdtPdg::uu_0
@ uu_0
Definition:
PdtPdg.h:373
PdtPdg::Sigma_plus
@ Sigma_plus
Definition:
PdtPdg.h:295
PdtPdg::W_plus
@ W_plus
Definition:
PdtPdg.h:44
PdtPdg::h_b
@ h_b
Definition:
PdtPdg.h:249
PdtPdg::Xi_prime_c0
@ Xi_prime_c0
Definition:
PdtPdg.h:327
PdtPdg::dd_0
@ dd_0
Definition:
PdtPdg.h:369
PdtPdg::anti_cd_0
@ anti_cd_0
Definition:
PdtPdg.h:382
PdtPdg::anti_K0
@ anti_K0
Definition:
PdtPdg.h:126
PdtPdg::Sigma_star_
@ Sigma_star_
Definition:
PdtPdg.h:353
PdtPdg::rho_2S0
@ rho_2S0
Definition:
PdtPdg.h:96
PdtPdg::cluster
@ cluster
Definition:
PdtPdg.h:73
PdtPdg::Sigma_c_star0
@ Sigma_c_star0
Definition:
PdtPdg.h:311
PdtPdg::W_prime_minus
@ W_prime_minus
Definition:
PdtPdg.h:52
PdtPdg::gamma
@ gamma
Definition:
PdtPdg.h:42
PdtPdg::n_diffr
@ n_diffr
Definition:
PdtPdg.h:271
PdtPdg::chi_c0
@ chi_c0
Definition:
PdtPdg.h:239
PdtPdg::pi_2S_plus
@ pi_2S_plus
Definition:
PdtPdg.h:88
PdtPdg::Omega_b_minus
@ Omega_b_minus
Definition:
PdtPdg.h:365
PdtPdg::B_c_plus
@ B_c_plus
Definition:
PdtPdg.h:223
PdtPdg::anti_Delta0
@ anti_Delta0
Definition:
PdtPdg.h:276
PdtPdg::B_c_star_plus
@ B_c_star_plus
Definition:
PdtPdg.h:225
PdtPdg::mu_plus
@ mu_plus
Definition:
PdtPdg.h:31
PdtPdg::Sigma_c_plus_plus
@ Sigma_c_plus_plus
Definition:
PdtPdg.h:321
PdtPdg::anti_B_0_star0
@ anti_B_0_star0
Definition:
PdtPdg.h:196
PdtPdg::specflav
@ specflav
Definition:
PdtPdg.h:59
PdtPdg::chi_b2_2P
@ chi_b2_2P
Definition:
PdtPdg.h:257
PdtPdg::anti_B_2_star0
@ anti_B_2_star0
Definition:
PdtPdg.h:204
PdtPdg::D_2_star_plus
@ D_2_star_plus
Definition:
PdtPdg.h:167
PdtPdg::eta_c
@ eta_c
Definition:
PdtPdg.h:235
PdtPdg::B_prime_c1_plus
@ B_prime_c1_plus
Definition:
PdtPdg.h:233
PdtPdg::D_s_star_plus
@ D_s_star_plus
Definition:
PdtPdg.h:177
source
Reconstruction
MdcPatRec
MdcRecoUtil
MdcRecoUtil-00-01-08
MdcRecoUtil
PdtPdg.h
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