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models/OLD_loopModels_backup/smQCDNLOmass/CT_parameters.py
 
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# This file was automatically created by FeynRules $Revision: 535 $
 
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# Mathematica version: 7.0 for Mac OS X x86 (64-bit) (November 11, 2008)
 
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# Date: Fri 18 Mar 2011 18:40:51
 
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from object_library import all_parameters, Parameter, CTParameter
 
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from function_library import complexconjugate, re, im, csc, sec, acsc, asec
 
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################
 
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# R2 vertices  #
 
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################
 
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RGR2 = CTParameter(name = 'RGR2',
 
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              type = 'real',
 
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              value = {0:'-(3.0/2.0)*G**4/(96.0*cmath.pi**2)'},
 
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              texname = 'RGR2')
 
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################
 
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# UV vertices  #
 
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################
 
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G_UVg = CTParameter(name = 'G_UVg',
 
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                    type = 'real',
 
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                    value = {-1:'-((G**2)/(2.0*48.0*cmath.pi**2))*11.0*CA'},
 
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                    texname = '\delta Gg')
 
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G_UVq = CTParameter(name = 'G_UVq',
 
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                    type = 'real',
 
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                    value = {-1:'((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF'},
 
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                    texname = '\delta Gq')
 
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G_UVb = CTParameter(name = 'G_UVb',
 
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                    type = 'real',
 
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                    value = {-1:'((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF',
 
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                              0:'((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF*cmath.log(MU_R**2/MB**2)'},
 
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                    texname = '\delta Gb')
 
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G_UVt = CTParameter(name = 'G_UVt',
 
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                    type = 'real',
 
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                    value = {-1:'((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF',
 
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                              0:'((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF*cmath.log(MU_R**2/MT**2)'},
 
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                    texname = '\delta Gt')
 
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GWcft_UV_b = CTParameter(name = 'GWcft_UV_b',
 
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                         type = 'real',
 
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                         value = {-1:'-((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF',
 
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                                   0:'-((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF*cmath.log(MU_R**2/MB**2)'
 
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                                 },
 
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                         texname = '\delta G_{wfct\_b}')
 
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GWcft_UV_t = CTParameter(name = 'GWcft_UV_t',
 
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                         type = 'real',
 
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                         value = {-1:'-((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF',
 
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                                   0:'-((G**2)/(2.0*48.0*cmath.pi**2))*4.0*TF*cmath.log(MU_R**2/MT**2)'
 
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                                 },
 
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                         texname = '\delta G_{wfct\_t}')
 
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bWcft_UV = CTParameter(name = 'bWcft_UV',
 
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                       type = 'real',
 
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                       value = {-1:'-((G**2)/(2.0*16.0*cmath.pi**2))*3.0*CF',
 
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                                 0:'-((G**2)/(2.0*16.0*cmath.pi**2))*CF*(4.0+3.0*cmath.log(MU_R**2/MB**2))'
 
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                               },
 
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                       texname = '\delta Z_b')
 
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tWcft_UV = CTParameter(name = 'tWcft_UV',
 
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                       type = 'real',
 
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                       value = {-1:'-((G**2)/(2.0*16.0*cmath.pi**2))*3.0*CF',
 
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                                 0:'-((G**2)/(2.0*16.0*cmath.pi**2))*CF*(4.0+3.0*cmath.log(MU_R**2/MT**2))'
 
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                               },
 
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                       texname = '\delta Z_t')
 
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bMass_UV = CTParameter(name = 'bMass_UV',
 
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                       type = 'real',
 
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                       value = {-1:'-complex(0,1)*((G**2)/(2.0*16.0*cmath.pi**2))*(3.0*CF)*MB',
 
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                                 0:'-complex(0,1)*((G**2)/(2.0*16.0*cmath.pi**2))*CF*(4.0+3.0*cmath.log(MU_R**2/MB**2))*MB'
 
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                               },
 
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                       texname = '\delta m_b')
 
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tMass_UV = CTParameter(name = 'tMass_UV',
 
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                       type = 'real',
 
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                       value = {-1:'-complex(0,1)*((G**2)/(2.0*16.0*cmath.pi**2))*(3.0*CF)*MT',
 
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                                 0:'-complex(0,1)*((G**2)/(2.0*16.0*cmath.pi**2))*CF*(4.0+3.0*cmath.log(MU_R**2/MT**2))*MT'
 
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                               },
 
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                       texname = '\delta m_t')