# This file was automatically created by FeynRules $Revision: 535 $
# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
# Date: Fri 18 Mar 2011 18:40:51
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
u = Particle(pdg_code=2,
name='u',
antiname='u~',
spin=2,
color=3,
mass=Param.MU,
width=Param.ZERO,
texname='u',
antitexname='u',
charge=2 / 3,
perturbation=[
'QCD',
],
LeptonNumber=0,
GhostNumber=0)
u__tilde__ = u.anti()
d = Particle(pdg_code=1,
name='d',
antiname='d~',
spin=2,
color=3,
# Mathematica version: 10.1.0 for Linux x86 (64-bit) (March 24, 2015)
# Date: Wed 5 Aug 2015 09:52:21
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
# This file was automatically created by FeynRules $Revision: 535 $
# Mathematica version: 8.0 for Mac OS X x86 (64-bit) (November 6, 2010)
# Date: Wed 23 Mar 2011 22:58:09
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
ve = Particle(pdg_code = 12,
name = 've',
antiname = 've~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
texname = 've',
antitexname = 've',
charge = 0,
LeptonNumber = 1,
GhostNumber = 0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code = 14,
name = 'vm',
antiname = 'vm~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
# ---------------------------------------------------------------------- # File created at 15:20 on 30.8.2016 # ---------------------------------------------------------------------- from __future__ import division from object_library import all_particles,Particle import parameters as Param nu1 = Particle(pdg_code =12, name = 'nu1' , antiname = 'nu1bar' , spin = 2 , color = 1 , mass = Param.ZERO , width = Param.ZERO , GhostNumber = 0, line = 'straight' , charge = 0 , texname = 'nu1' , antitexname = 'nu1bar' ) nu1bar = nu1.anti() nu2 = Particle(pdg_code =14, name = 'nu2' , antiname = 'nu2bar' , spin = 2 , color = 1 , mass = Param.ZERO ,
# Mathematica version: 8.0 for Mac OS X x86 (64-bit) (November 6, 2010)
# Date: Tue 2 Dec 2014 07:52:51
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
antitexname = 'Z',
charge = 0,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__plus__ = Particle(pdg_code = 24,
name = 'W+',
antiname = 'W-',
spin = 3,
color = 1,
mass = Param.MW,
width = Param.WW,
texname = 'W+',
antitexname = 'W-',
charge = 1,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__minus__ = W__plus__.anti()
g = Particle(pdg_code = 21,
name = 'g',
antiname = 'g',
spin = 3,
color = 8,
mass = Param.ZERO,
spin = 3,
color = 1,
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
antitexname = 'Z',
charge = 0,
GhostNumber = 0,
LeptonNumber = 0)
W__plus__ = Particle(pdg_code = 24,
name = 'W+',
antiname = 'W-',
spin = 3,
color = 1,
mass = Param.MW,
width = Param.WW,
texname = 'W+',
antitexname = 'W+',
charge = 1,
GhostNumber = 0,
LeptonNumber = 0)
W__minus__ = W__plus__.anti()
G = Particle(pdg_code = 21,
name = 'G',
antiname = 'G',
spin = 3,
color = 8,
mass = Param.ZERO,
width = Param.ZERO,
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import CT_parameters as CTParam
# ======================================================================
# QCD particles
# ======================================================================
d = Particle(pdg_code = 1,
name = 'd',
antiname = 'd~',
spin = 2,
color = 3,
mass = Param.ZERO,
width = Param.ZERO,
texname = 'd',
antitexname = 'd',
charge = -1/3,
LeptonNumber = 0,
GhostNumber = 0)
d__tilde__ = d.anti()
u = Particle(pdg_code = 2,
name = 'u',
antiname = 'u~',
spin = 2,
color = 3,
mass = Param.ZERO,
width = Param.ZERO,
# This file was automatically created by FeynRules 1.7.51
# Mathematica version: 8.0 for Linux x86 (64-bit) (February 23, 2011)
# Date: Thu 2 Aug 2012 10:15:23
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
FA = Particle(pdg_code = 9000001,
name = 'FA',
antiname = 'FA~',
spin = 2,
color = 1,
mass = Param.MA,
width = Param.ZERO,
texname = 'FA',
antitexname = 'FA~',
charge = 0)
FA__tilde__ = FA.anti()
FB = Particle(pdg_code = 9000002,
name = 'FB',
antiname = 'FB~',
spin = 2,
color = 1,
mass = Param.MB,
width = Param.ZERO,
texname = 'FB',
antitexname = 'FB~',
# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
# Date: Fri 18 Mar 2011 18:40:51
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import CT_parameters as CTParam
d = Particle(
pdg_code=1,
name="d",
antiname="d~",
spin=2,
color=3,
mass=Param.ZERO,
width=Param.ZERO,
texname="d",
antitexname="d",
charge=-1 / 3,
LeptonNumber=0,
GhostNumber=0,
)
d__tilde__ = d.anti()
u = Particle(
pdg_code=2,
name="u",
antiname="u~",
spin=2,
color=3,
# Date: Thu 8 May 2014 12:30:33
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
ve = Particle(
pdg_code=12,
name="ve",
antiname="ve~",
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname="ve",
antitexname="ve~",
charge=0,
LeptonNumber=1,
)
ve__tilde__ = ve.anti()
vm = Particle(
pdg_code=14,
name="vm",
antiname="vm~",
spin=2,
color=1,
# This file was automatically created by FeynRules $Revision: 634 $
# Mathematica version: 7.0 for Microsoft Windows (32-bit) (April 23, 2009)
# Date: Fri 20 May 2011 23:27:21
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
ve = Particle(pdg_code = 12,
name = 've',
antiname = 've~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
texname = 've',
antitexname = 've',
charge = 0,
LeptonNumber = 1,
GhostNumber = 0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code = 14,
name = 'vm',
antiname = 'vm~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import CT_parameters as CTParam
# ======================================================================
# QCD particles
# ======================================================================
d = Particle(
pdg_code=1,
name="d",
antiname="d~",
spin=2,
color=3,
mass=Param.ZERO,
width=Param.ZERO,
texname="d",
antitexname="d",
charge=-1 / 3,
LeptonNumber=0,
GhostNumber=0,
)
d__tilde__ = d.anti()
u = Particle(
pdg_code=2,
name="u",
antiname="u~",
spin=2,
color=3,
# This file was automatically created by FeynRules 2.0.25
# Mathematica version: 8.0 for Mac OS X x86 (64-bit) (February 23, 2011)
# Date: Thu 8 May 2014 12:30:33
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
ve = Particle(pdg_code=12,
name='ve',
antiname='ve~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='ve',
antitexname='ve~',
charge=0,
LeptonNumber=1)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code=14,
name='vm',
antiname='vm~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
antiname = 'g',
spin = 3,
color = 8,
mass = Param.ZERO,
width = Param.ZERO,
texname = 'g',
antitexname = 'g',
charge = 0,
GhostNumber = 0)
ghZp = Particle(pdg_code = 9000002,
name = 'ghZp',
antiname = 'ghZp~',
spin = -1,
color = 1,
mass = Param.mZp,
width = Param.ZERO,
texname = 'ghZp',
antitexname = 'ghZp~',
charge = 0,
GhostNumber = 1)
ghZp__tilde__ = ghZp.anti()
ghG = Particle(pdg_code = 9000003,
name = 'ghG',
antiname = 'ghG~',
spin = -1,
color = 8,
mass = Param.ZERO,
width = Param.ZERO,
# This file was automatically created by FeynRules $Revision: 634 $
# Mathematica version: 7.0 for Microsoft Windows (32-bit) (April 23, 2009)
# Date: Fri 20 May 2011 23:24:32
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
ve = Particle(pdg_code = 12,
name = 've',
antiname = 've~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
texname = 've',
antitexname = 've',
charge = 0,
LeptonNumber = 1,
GhostNumber = 0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code = 14,
name = 'vm',
antiname = 'vm~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
# This file was automatically created by FeynRules $Revision: 535 $
# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
# Date: Fri 18 Mar 2011 18:40:51
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
u = Particle(pdg_code = 2,
name = 'u',
antiname = 'u~',
spin = 2,
color = 3,
mass = Param.MU,
width = Param.ZERO,
texname = 'u',
antitexname = 'u',
charge = 2/3,
perturbation = ['QCD',],
LeptonNumber = 0,
GhostNumber = 0)
u__tilde__ = u.anti()
d = Particle(pdg_code = 1,
name = 'd',
antiname = 'd~',
spin = 2,
color = 3,
mass = Param.MD,
# Mathematica version: 10.4.1 for Mac OS X x86 (64-bit) (April 11, 2016)
# Date: Tue 5 Jun 2018 20:47:02
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
antitexname = 'Z',
charge = 0,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__plus__ = Particle(pdg_code = 24,
name = 'W+',
antiname = 'W-',
spin = 3,
color = 1,
mass = Param.MW,
width = Param.WW,
texname = 'W+',
antitexname = 'W-',
charge = 1,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__minus__ = W__plus__.anti()
g = Particle(pdg_code = 21,
name = 'g',
antiname = 'g',
spin = 3,
color = 8,
mass = Param.ZERO,
# This file was automatically created by FeynRules 1.6.11
# Mathematica version: 9.0 for Mac OS X x86 (64-bit) (November 20, 2012)
# Date: Tue 24 Sep 2013 13:20:47
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
antitexname='Z',
# This file was automatically created by FeynRules $Revision: 302 $
# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
# Date: Tue 31 Aug 2010 16:54:46
from __future__ import division
from object_library import all_particles, Particle
ve = Particle(pdg_code = 12,
name = 've',
antiname = 've~',
spin = 2,
color = 1,
mass = 'ZERO',
width = 'ZERO',
texname = 've',
antitexname = 've',
line = 'straight',
charge = 0,
LeptonNumber = 1,
GhostNumber = 0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code = 14,
name = 'vm',
antiname = 'vm~',
spin = 2,
color = 1,
mass = 'ZERO',
width = 'ZERO',
# Mathematica version: 9.0 for Mac OS X x86 (64-bit) (November 20, 2012)
# Date: Sun 26 Jan 2014 12:11:59
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
ve = Particle(pdg_code = 12,
name = 've',
antiname = 've~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
texname = 've',
antitexname = 've~',
charge = 0,
GhostNumber = 0,
LeptonNumber = 1)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code = 14,
name = 'vm',
antiname = 'vm~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
# Mathematica version: 9.0 for Mac OS X x86 (64-bit) (January 28, 2013)
# Date: Sat 4 Jan 2014 00:16:06
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
ve = Particle(pdg_code = 12,
name = 've',
antiname = 've~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
texname = 've',
antitexname = 've~',
charge = 0,
GhostNumber = 0,
LeptonNumber = 1)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code = 14,
name = 'vm',
antiname = 'vm~',
spin = 2,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
# This file was automatically created by FeynRules $Revision: 347 $
# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
# Date: Wed 20 Oct 2010 11:37:56
from __future__ import division
from object_library import all_particles, Particle
ve = Particle(pdg_code=12,
name='ve',
antiname='ve~',
spin=2,
color=1,
mass='ZERO',
width='ZERO',
texname='ve',
antitexname='ve',
line='straight',
charge=0,
LeptonNumber=1,
GhostNumber=0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code=14,
name='vm',
antiname='vm~',
spin=2,
color=1,
mass='ZERO',
width='ZERO',
texname='vm',
# This file was automatically created by FeynRules 2.3.35
# Mathematica version: 12.0.0 for Linux x86 (64-bit) (April 7, 2019)
# Date: Thu 24 Oct 2019 15:52:34
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
A = Particle(pdg_code=22,
name='A',
antiname='A',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='A',
antitexname='A',
charge=0,
GhostNumber=0,
LeptonNumber=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
antitexname='Z',
# This file was automatically created by FeynRules $Revision: 634 $
# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
# Date: Tue 22 Nov 2011 16:45:55
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
ve = Particle(pdg_code=12,
name='ve',
antiname='ve~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='ve',
antitexname='ve',
charge=0,
LeptonNumber=1,
GhostNumber=0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code=14,
name='vm',
antiname='vm~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='vm',
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
antitexname = 'Z',
charge = 0,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__plus__ = Particle(pdg_code = 24,
name = 'W+',
antiname = 'W-',
spin = 3,
color = 1,
mass = Param.MW,
width = Param.WW,
texname = 'W+',
antitexname = 'W-',
charge = 1,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__minus__ = W__plus__.anti()
g = Particle(pdg_code = 21,
name = 'g',
antiname = 'g',
spin = 3,
color = 8,
mass = Param.ZERO,
# Mathematica version: 9.0 for Linux x86 (64-bit) (February 7, 2013)
# Date: Tue 7 Oct 2014 18:10:49
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
n1 = Particle(pdg_code=12,
name='n1',
antiname='n1',
spin=2,
color=1,
mass=Param.MnL1,
width=Param.ZERO,
texname='n1',
antitexname='n1',
charge=0,
BarionLepton=0,
GhostNumber=0,
LeptonNumber=0)
n2 = Particle(pdg_code=14,
name='n2',
antiname='n2',
spin=2,
color=1,
mass=Param.MnL2,
width=Param.ZERO,
texname='n2',
# Mathematica version: 9.0 for Linux x86 (64-bit) (February 7, 2013)
# Date: Fri 4 Aug 2017 17:45:20
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
LeptonNumber=0,
Y=0,
Y1=0,
Y2=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
# SARAH References: arXiv:0806.0538, arXiv:0909.2863, arXiv:1002.0840
# (c) Florian Staub, 2011
# ----------------------------------------------------------------------
# File created at 17:30 on 30.1.2017
# ----------------------------------------------------------------------
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
Fre = Particle(pdg_code=6000061,
name='Fre',
antiname='Frebar',
spin=2,
color=1,
mass=Param.MFre,
width=Param.WFre,
GhostNumber=0,
line='swavy',
charge=-1,
texname='Fre',
antitexname='Frebar')
Frebar = Fre.anti()
nu1 = Particle(pdg_code=12,
name='nu1',
antiname='nu1bar',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
# Date: Wed 28 Jul 2021 11:47:09
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code = 22,
name = 'a',
antiname = 'a',
spin = 3,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
texname = 'a',
antitexname = 'a',
charge = 0,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
Z = Particle(pdg_code = 23,
name = 'Z',
antiname = 'Z',
spin = 3,
color = 1,
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
# Mathematica version: 9.0 for Mac OS X x86 (64-bit) (November 20, 2012)
# Date: Wed 3 Jun 2015 14:26:28
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
# Mathematica version: 10.2.0 for Mac OS X x86 (64-bit) (July 7, 2015)
# Date: Fri 26 Jan 2018 14:12:54
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
# This file was automatically created by FeynRules 2.3.1
# Mathematica version: 10.0 for Mac OS X x86 (64-bit) (September 10, 2014)
# Date: Sat 4 Jul 2015 04:38:51
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
antitexname='Z',
# Mathematica version: 8.0 for Mac OS X x86 (64-bit) (February 23, 2011)
# Date: Wed 11 Dec 2013 19:27:12
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
# This file was automatically created by FeynRules $Revision: 999 $
# Mathematica version: 7.0 for Linux x86 (64-bit) (February 18, 2009)
# Date: Mon 30 Jan 2012 19:57:04
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import CT_parameters as CTParam
A = Particle(pdg_code=22,
name='A',
antiname='A',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='A',
antitexname='A',
charge=0,
GhostNumber=0,
LeptonNumber=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
antitexname='Z',
# Mathematica version: 11.3.0 for Linux x86 (64-bit) (March 7, 2018)
# Date: Mon 25 Feb 2019 18:51:59
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
# This file was automatically created by FeynRules $Revision: 535 $
# Mathematica version: 8.0 for Mac OS X x86 (64-bit) (November 6, 2010)
# Date: Wed 23 Mar 2011 22:58:09
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
ve = Particle(pdg_code=12,
name='ve',
antiname='ve~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='ve',
antitexname='ve',
charge=0,
LeptonNumber=1,
GhostNumber=0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code=14,
name='vm',
antiname='vm~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='vm',
# This file was automatically created by FeynRules 2.3.4
# Mathematica version: 9.0 for Mac OS X x86 (64-bit) (November 20, 2012)
# Date: Sun 24 Jan 2016 21:45:21
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
ve = Particle(pdg_code=12,
name='ve',
antiname='ve~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='ve',
antitexname='ve~',
charge=0,
LeptonNumber=1,
Y=0)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code=14,
name='vm',
antiname='vm~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
# This file was automatically created by FeynRules 2.3.27
# Mathematica version: 9.0 for Linux x86 (64-bit) (November 20, 2012)
# Date: Wed 17 Oct 2018 14:11:01
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.ZERO,
texname='Z',
antitexname='Z',
# Mathematica version: 11.3.0 for Linux x86 (64-bit) (March 7, 2018)
# Date: Fri 21 Jun 2019 18:24:06
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
A = Particle(pdg_code=22,
name='A',
antiname='A',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='A',
antitexname='A',
charge=0,
GhostNumber=0,
LNumber=0,
YBL=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
spin = 3,
color = 1,
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
antitexname = 'Z',
charge = 0,
GhostNumber = 0,
Y = 0)
W__plus__ = Particle(pdg_code = 24,
name = 'W+',
antiname = 'W-',
spin = 3,
color = 1,
mass = Param.MW,
width = Param.WW,
texname = 'W+',
antitexname = 'W-',
charge = 1,
GhostNumber = 0,
Y = 0)
W__minus__ = W__plus__.anti()
g = Particle(pdg_code = 21,
name = 'g',
antiname = 'g',
spin = 3,
color = 8,
mass = Param.ZERO,
width = Param.ZERO,
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import CT_parameters as CTParam
# ======================================================================
# QCD particles
# ======================================================================
d = Particle(pdg_code = 1,
name = 'd',
antiname = 'd~',
spin = 2,
color = 3,
mass = Param.ZERO,
width = Param.ZERO,
texname = 'd',
antitexname = 'd',
charge = -1/3,
LeptonNumber = 0,
GhostNumber = 0)
d__tilde__ = d.anti()
u = Particle(pdg_code = 2,
name = 'u',
antiname = 'u~',
spin = 2,
color = 3,
mass = Param.ZERO,
width = Param.ZERO,
# This file was automatically created by FeynRules 2.3.32
# Mathematica version: 10.4.1 for Mac OS X x86 (64-bit) (April 17, 2016)
# Date: Sat 15 Sep 2018 23:07:41
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
ve = Particle(pdg_code=12,
name='ve',
antiname='ve~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='ve',
antitexname='ve~',
charge=0,
GhostNumber=0,
LeptonNumber=1)
ve__tilde__ = ve.anti()
vm = Particle(pdg_code=14,
name='vm',
antiname='vm~',
spin=2,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
# Mathematica version: 11.0.0 for Mac OS X x86 (64-bit) (July 28, 2016)
# Date: Tue 6 Jun 2017 18:37:13
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
# SARAH References: arXiv:0806.0538, arXiv:0909.2863, arXiv:1002.0840
# (c) Florian Staub, 2011
# ----------------------------------------------------------------------
# File created at 15:19 on 3.10.2016
# ----------------------------------------------------------------------
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
d1 = Particle(pdg_code=1,
name='d1',
antiname='d1bar',
spin=2,
color=3,
mass=Param.Md1,
width=Param.ZERO,
GhostNumber=0,
line='swavy',
charge=-1 / 3,
texname='d1',
antitexname='d1bar')
d1bar = d1.anti()
d2 = Particle(pdg_code=3,
name='d2',
antiname='d2bar',
spin=2,
color=3,
mass=Param.Md2,
width=Param.ZERO,
# Mathematica version: 9.0 for Mac OS X x86 (64-bit) (January 24, 2013)
# Date: Thu 16 Jan 2014 15:28:43
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code=22,
name='a',
antiname='a',
spin=3,
color=1,
mass=Param.ZERO,
width=Param.ZERO,
texname='a',
antitexname='a',
charge=0,
GhostNumber=0,
LeptonNumber=0,
Y=0)
Z = Particle(pdg_code=23,
name='Z',
antiname='Z',
spin=3,
color=1,
mass=Param.MZ,
width=Param.WZ,
texname='Z',
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
antitexname = 'Z',
charge = 0,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__plus__ = Particle(pdg_code = 24,
name = 'W+',
antiname = 'W-',
spin = 3,
color = 1,
mass = Param.MW,
width = Param.WW,
texname = 'W+',
antitexname = 'W-',
charge = 1,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
W__minus__ = W__plus__.anti()
g = Particle(pdg_code = 21,
name = 'g',
antiname = 'g',
spin = 3,
color = 8,
mass = Param.ZERO,
# This file was automatically created by FeynRules $Revision: 535 $
# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
# Date: Fri 18 Mar 2011 18:40:51
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
u = Particle(pdg_code = 2,
name = 'u',
antiname = 'u~',
spin = 2,
color = 3,
mass = Param.MU,
width = Param.ZERO,
texname = 'u',
antitexname = 'u',
charge = 2/3,
perturbation = ['QCD',],
LeptonNumber = 0,
GhostNumber = 0)
u__tilde__ = u.anti()
d = Particle(pdg_code = 1,
name = 'd',
antiname = 'd~',
spin = 2,
color = 3,
mass = Param.MD,
# Date: Thu 17 Jun 2021 12:50:43
from __future__ import division
from object_library import all_particles, Particle
import parameters as Param
import propagators as Prop
a = Particle(pdg_code = 22,
name = 'a',
antiname = 'a',
spin = 3,
color = 1,
mass = Param.ZERO,
width = Param.ZERO,
texname = 'a',
antitexname = 'a',
charge = 0,
GhostNumber = 0,
LeptonNumber = 0,
Y = 0)
Z = Particle(pdg_code = 23,
name = 'Z',
antiname = 'Z',
spin = 3,
color = 1,
mass = Param.MZ,
width = Param.WZ,
texname = 'Z',
mass = Param.MnL3,
width = Param.ZERO,
texname = 'n3',
antitexname = 'n3',
charge = 0,
BarionLepton = 0,
GhostNumber = 0,
LeptonNumber = 0)
P__tilde__n1 = Particle(pdg_code = 9100012,
name = '~n1',
antiname = 'Xn1',
spin = 2,
color = 1,
mass = Param.MnH1,
width = Param.WnH1,
texname = '~n1',
antitexname = 'Xn1',
charge = 0,
BarionLepton = 0,
GhostNumber = 0,
LeptonNumber = 0)
P__n1 = P__tilde__n1.anti()
P__tilde__n2 = Particle(pdg_code = 9100014,
name = '~n2',
antiname = 'Xn2',
spin = 2,
color = 1,
mass = Param.MnH2,
