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# This file was automatically created by FeynRules $Revision: 821 $
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# Mathematica version: 7.0 for Microsoft Windows (32-bit) (February 18, 2009)
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# Date: Mon 3 Oct 2011 13:27:06
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from object_library import all_parameters, Parameter
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from function_library import complexconjugate, re, im, csc, sec, acsc, asec
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# This is a default parameter object representing 0.
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ZERO = Parameter(name = 'ZERO',
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# User-defined parameters.
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K = Parameter(name = 'K',
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K1 = Parameter(name = 'K1',
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texname = '\\text{K1}',
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K2 = Parameter(name = 'K2',
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texname = '\\text{K2}',
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K3 = Parameter(name = 'K3',
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texname = '\\text{K3}',
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cabi = Parameter(name = 'cabi',
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texname = '\\theta _c',
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lhablock = 'CKMBLOCK',
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Lambda = Parameter(name = 'Lambda',
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texname = '\\Lambda ',
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RC3phiq = Parameter(name = 'RC3phiq',
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texname = '\\text{RC}_{\\text{$\\phi $q}}^{\\text{(3)}}',
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IC3phiq = Parameter(name = 'IC3phiq',
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texname = '\\text{IC}_{\\text{$\\phi $q}}^{\\text{(3)}}',
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RCtW = Parameter(name = 'RCtW',
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texname = '\\text{RC}_{\\text{tW}}',
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ICtW = Parameter(name = 'ICtW',
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texname = '\\text{IC}_{\\text{tW}}',
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RCtG = Parameter(name = 'RCtG',
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texname = '\\text{RC}_{\\text{tG}}',
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ICtG = Parameter(name = 'ICtG',
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texname = '\\text{IC}_{\\text{tG}}',
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CG = Parameter(name = 'CG',
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CphiG = Parameter(name = 'CphiG',
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texname = 'C_{\\text{$\\phi $G}}',
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C13qq = Parameter(name = 'C13qq',
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texname = 'C_{\\text{qq}}^{\\text{(1,3)}}',
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lhablock = 'FourFermion',
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C81qq = Parameter(name = 'C81qq',
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texname = 'C_{\\text{qq}}^{\\text{(8,1)}}',
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lhablock = 'FourFermion',
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C83qq = Parameter(name = 'C83qq',
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texname = 'C_{\\text{qq}}^{\\text{(8,3)}}',
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lhablock = 'FourFermion',
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C8ut = Parameter(name = 'C8ut',
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texname = 'C_{\\text{ut}}^{\\text{(8)}}',
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lhablock = 'FourFermion',
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C8dt = Parameter(name = 'C8dt',
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texname = 'C_{\\text{dt}}^{\\text{(8)}}',
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lhablock = 'FourFermion',
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C1qu = Parameter(name = 'C1qu',
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texname = 'C_{\\text{qu}}^{\\text{(1)}}',
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lhablock = 'FourFermion',
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C1qd = Parameter(name = 'C1qd',
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texname = 'C_{\\text{qd}}^{\\text{(1)}}',
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lhablock = 'FourFermion',
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C1qt = Parameter(name = 'C1qt',
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texname = 'C_{\\text{qt}}^{\\text{(1)}}',
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lhablock = 'FourFermion',
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aEWM1 = Parameter(name = 'aEWM1',
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texname = '\\text{aEWM1}',
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lhablock = 'SMINPUTS',
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Gf = Parameter(name = 'Gf',
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value = 0.0000116637,
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lhablock = 'SMINPUTS',
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aS = Parameter(name = 'aS',
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texname = '\\text{aS}',
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lhablock = 'SMINPUTS',
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ymdo = Parameter(name = 'ymdo',
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texname = '\\text{ymdo}',
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ymup = Parameter(name = 'ymup',
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value = 0.0025499999999999997,
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texname = '\\text{ymup}',
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yms = Parameter(name = 'yms',
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texname = '\\text{yms}',
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ymc = Parameter(name = 'ymc',
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texname = '\\text{ymc}',
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ymb = Parameter(name = 'ymb',
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texname = '\\text{ymb}',
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ymt = Parameter(name = 'ymt',
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texname = '\\text{ymt}',
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yme = Parameter(name = 'yme',
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value = 0.0005110000000000001,
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texname = '\\text{yme}',
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ymm = Parameter(name = 'ymm',
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texname = '\\text{ymm}',
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ymtau = Parameter(name = 'ymtau',
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texname = '\\text{ymtau}',
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Me = Parameter(name = 'Me',
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value = 0.0005110000000000001,
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texname = '\\text{Me}',
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MM = Parameter(name = 'MM',
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texname = '\\text{MM}',
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MTA = Parameter(name = 'MTA',
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texname = '\\text{MTA}',
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MU = Parameter(name = 'MU',
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value = 0.0025499999999999997,
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MC = Parameter(name = 'MC',
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texname = '\\text{MC}',
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MT = Parameter(name = 'MT',
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texname = '\\text{MT}',
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MD = Parameter(name = 'MD',
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texname = '\\text{MD}',
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MS = Parameter(name = 'MS',
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texname = '\\text{MS}',
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MB = Parameter(name = 'MB',
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texname = '\\text{MB}',
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MZ = Parameter(name = 'MZ',
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texname = '\\text{MZ}',
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MH = Parameter(name = 'MH',
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texname = '\\text{MH}',
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WT = Parameter(name = 'WT',
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texname = '\\text{WT}',
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WZ = Parameter(name = 'WZ',
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texname = '\\text{WZ}',
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WW = Parameter(name = 'WW',
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texname = '\\text{WW}',
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WH = Parameter(name = 'WH',
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value = 6.38233934e-03,
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texname = '\\text{WH}',
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aEW = Parameter(name = 'aEW',
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texname = '\\text{aEW}')
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G = Parameter(name = 'G',
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value = '2*cmath.sqrt(aS)*cmath.sqrt(cmath.pi)',
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CKM11 = Parameter(name = 'CKM11',
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value = 'cmath.cos(cabi)',
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texname = '\\text{CKM11}')
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CKM12 = Parameter(name = 'CKM12',
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value = 'cmath.sin(cabi)',
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texname = '\\text{CKM12}')
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CKM13 = Parameter(name = 'CKM13',
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texname = '\\text{CKM13}')
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CKM21 = Parameter(name = 'CKM21',
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value = '-cmath.sin(cabi)',
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texname = '\\text{CKM21}')
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CKM22 = Parameter(name = 'CKM22',
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value = 'cmath.cos(cabi)',
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texname = '\\text{CKM22}')
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CKM23 = Parameter(name = 'CKM23',
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texname = '\\text{CKM23}')
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CKM31 = Parameter(name = 'CKM31',
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texname = '\\text{CKM31}')
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CKM32 = Parameter(name = 'CKM32',
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texname = '\\text{CKM32}')
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CKM33 = Parameter(name = 'CKM33',
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texname = '\\text{CKM33}')
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C3phiq = Parameter(name = 'C3phiq',
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value = 'complex(0,1)*IC3phiq + RC3phiq',
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texname = 'C_{\\text{$\\phi $q}}^{\\text{(3)}}')
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CtW = Parameter(name = 'CtW',
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value = 'complex(0,1)*ICtW + RCtW',
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texname = 'C_{\\text{tW}}')
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CtG = Parameter(name = 'CtG',
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value = 'complex(0,1)*ICtG + RCtG',
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texname = 'C_{\\text{tG}}')
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MTri = Parameter(name = 'MTri',
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texname = 'M_{\\text{Tri}}')
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MTri8 = Parameter(name = 'MTri8',
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texname = 'M_{\\text{Tri8}}')
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M8t = Parameter(name = 'M8t',
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M8Q = Parameter(name = 'M8Q',
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gT = Parameter(name = 'gT',
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value = '-(K*cmath.sqrt(C13qq))',
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gTl = Parameter(name = 'gTl',
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value = 'K*cmath.sqrt(C13qq)',
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texname = 'g_{\\text{Tl}}')
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gT8 = Parameter(name = 'gT8',
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value = '-(K1*cmath.sqrt(C83qq))',
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texname = 'g_{\\text{T8}}')
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gT8l = Parameter(name = 'gT8l',
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value = 'K1*cmath.sqrt(C83qq)',
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texname = 'g_{\\text{T8l}}')
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g8t = Parameter(name = 'g8t',
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g8tu = Parameter(name = 'g8tu',
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texname = 'g_{8 \\text{tu}}')
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g8td = Parameter(name = 'g8td',
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texname = 'g_{8 \\text{td}}')
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g8tq = Parameter(name = 'g8tq',
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texname = 'g_{8 \\text{tq}}')
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g8Q = Parameter(name = 'g8Q',
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g8Qu = Parameter(name = 'g8Qu',
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texname = 'g_{8 \\text{Qu}}')
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g8Qd = Parameter(name = 'g8Qd',
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texname = 'g_{8 \\text{Qd}}')
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g8Qq = Parameter(name = 'g8Qq',
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texname = 'g_{8 \\text{Qq}}')
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MW = Parameter(name = 'MW',
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value = 'cmath.sqrt(MZ**2/2. + cmath.sqrt(MZ**4/4. - (aEW*cmath.pi*MZ**2)/(Gf*cmath.sqrt(2))))',
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ee = Parameter(name = 'ee',
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value = '2*cmath.sqrt(aEW)*cmath.sqrt(cmath.pi)',
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sw2 = Parameter(name = 'sw2',
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value = '1 - MW**2/MZ**2',
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texname = '\\text{sw2}')
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cw = Parameter(name = 'cw',
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value = 'cmath.sqrt(1 - sw2)',
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sw = Parameter(name = 'sw',
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value = 'cmath.sqrt(sw2)',
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g1 = Parameter(name = 'g1',
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gw = Parameter(name = 'gw',
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v = Parameter(name = 'v',
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value = '(2*MW*sw)/ee',
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lam = Parameter(name = 'lam',
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value = 'MH**2/(2.*v**2)',
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texname = '\\text{lam}')
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yb = Parameter(name = 'yb',
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value = '(ymb*cmath.sqrt(2))/v',
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texname = '\\text{yb}')
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yc = Parameter(name = 'yc',
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value = '(ymc*cmath.sqrt(2))/v',
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texname = '\\text{yc}')
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ydo = Parameter(name = 'ydo',
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value = '(ymdo*cmath.sqrt(2))/v',
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texname = '\\text{ydo}')
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ye = Parameter(name = 'ye',
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value = '(yme*cmath.sqrt(2))/v',
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texname = '\\text{ye}')
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ym = Parameter(name = 'ym',
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value = '(ymm*cmath.sqrt(2))/v',
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texname = '\\text{ym}')
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ys = Parameter(name = 'ys',
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value = '(yms*cmath.sqrt(2))/v',
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texname = '\\text{ys}')
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yt = Parameter(name = 'yt',
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value = '(ymt*cmath.sqrt(2))/v',
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texname = '\\text{yt}')
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ytau = Parameter(name = 'ytau',
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value = '(ymtau*cmath.sqrt(2))/v',
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texname = '\\text{ytau}')
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yup = Parameter(name = 'yup',
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value = '(ymup*cmath.sqrt(2))/v',
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texname = '\\text{yup}')
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muH = Parameter(name = 'muH',
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value = 'cmath.sqrt(lam*v**2)',
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# This file was automatically created by FeynRules 2.4.1
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# Mathematica version: 10.1.0 for Mac OS X x86 (64-bit) (March 24, 2015)
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# Date: Thu 18 Jun 2015 16:26:34
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from object_library import all_parameters, Parameter
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from function_library import complexconjugate, re, im, csc, sec, acsc, asec, cot
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# This is a default parameter object representing 0.
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ZERO = Parameter(name = 'ZERO',
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# User-defined parameters.
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Lambda = Parameter(name = 'Lambda',
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RC3phiq = Parameter(name = 'RC3phiq',
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texname = '\\text{Subsuperscript}[\\text{RC},\\text{$\\phi $q},\\text{(3)}]',
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IC3phiq = Parameter(name = 'IC3phiq',
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texname = '\\text{Subsuperscript}[\\text{IC},\\text{$\\phi $q},\\text{(3)}]',
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RCtW = Parameter(name = 'RCtW',
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texname = '\\text{RC}_{\\text{tW}}',
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ICtW = Parameter(name = 'ICtW',
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texname = '\\text{IC}_{\\text{tW}}',
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RCtG = Parameter(name = 'RCtG',
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texname = '\\text{RC}_{\\text{tG}}',
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ICtG = Parameter(name = 'ICtG',
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texname = '\\text{IC}_{\\text{tG}}',
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CG = Parameter(name = 'CG',
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CphiG = Parameter(name = 'CphiG',
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texname = 'C_{\\text{$\\phi $G}}',
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C13qq = Parameter(name = 'C13qq',
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texname = '\\text{Subsuperscript}[C,\\text{qq},\\text{(1,3)}]',
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lhablock = 'FourFermion',
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C81qq = Parameter(name = 'C81qq',
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texname = '\\text{Subsuperscript}[C,\\text{qq},\\text{(8,1)}]',
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lhablock = 'FourFermion',
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C83qq = Parameter(name = 'C83qq',
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texname = '\\text{Subsuperscript}[C,\\text{qq},\\text{(8,3)}]',
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lhablock = 'FourFermion',
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C8ut = Parameter(name = 'C8ut',
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texname = '\\text{Subsuperscript}[C,\\text{ut},\\text{(8)}]',
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lhablock = 'FourFermion',
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C8dt = Parameter(name = 'C8dt',
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texname = '\\text{Subsuperscript}[C,\\text{dt},\\text{(8)}]',
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lhablock = 'FourFermion',
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C1qu = Parameter(name = 'C1qu',
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texname = '\\text{Subsuperscript}[C,\\text{qu},\\text{(1)}]',
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lhablock = 'FourFermion',
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C1qd = Parameter(name = 'C1qd',
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texname = '\\text{Subsuperscript}[C,\\text{qd},\\text{(1)}]',
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lhablock = 'FourFermion',
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C1qt = Parameter(name = 'C1qt',
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texname = '\\text{Subsuperscript}[C,\\text{qt},\\text{(1)}]',
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lhablock = 'FourFermion',
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aEWM1 = Parameter(name = 'aEWM1',
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texname = '\\text{aEWM1}',
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lhablock = 'SMINPUTS',
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Gf = Parameter(name = 'Gf',
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value = 0.0000116637,
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lhablock = 'SMINPUTS',
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aS = Parameter(name = 'aS',
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texname = '\\alpha _s',
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lhablock = 'SMINPUTS',
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ymb = Parameter(name = 'ymb',
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texname = '\\text{ymb}',
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ymt = Parameter(name = 'ymt',
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texname = '\\text{ymt}',
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ymtau = Parameter(name = 'ymtau',
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texname = '\\text{ymtau}',
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MZ = Parameter(name = 'MZ',
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texname = '\\text{MZ}',
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MTA = Parameter(name = 'MTA',
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texname = '\\text{MTA}',
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MT = Parameter(name = 'MT',
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texname = '\\text{MT}',
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MB = Parameter(name = 'MB',
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texname = '\\text{MB}',
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MH = Parameter(name = 'MH',
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texname = '\\text{MH}',
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WZ = Parameter(name = 'WZ',
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texname = '\\text{WZ}',
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WW = Parameter(name = 'WW',
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texname = '\\text{WW}',
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WT = Parameter(name = 'WT',
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texname = '\\text{WT}',
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WH = Parameter(name = 'WH',
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texname = '\\text{WH}',
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aEW = Parameter(name = 'aEW',
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texname = '\\alpha _{\\text{EW}}')
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C3phiq = Parameter(name = 'C3phiq',
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value = 'complex(0,1)*IC3phiq + RC3phiq',
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texname = '\\text{Subsuperscript}[C,\\text{$\\phi $q},\\text{(3)}]')
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CtG = Parameter(name = 'CtG',
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value = 'complex(0,1)*ICtG + RCtG',
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texname = 'C_{\\text{tG}}')
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CtW = Parameter(name = 'CtW',
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value = 'complex(0,1)*ICtW + RCtW',
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texname = 'C_{\\text{tW}}')
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G = Parameter(name = 'G',
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value = '2*cmath.sqrt(aS)*cmath.sqrt(cmath.pi)',
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MW = Parameter(name = 'MW',
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value = 'cmath.sqrt(MZ**2/2. + cmath.sqrt(MZ**4/4. - (aEW*cmath.pi*MZ**2)/(Gf*cmath.sqrt(2))))',
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ee = Parameter(name = 'ee',
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value = '2*cmath.sqrt(aEW)*cmath.sqrt(cmath.pi)',
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sw2 = Parameter(name = 'sw2',
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value = '1 - MW**2/MZ**2',
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texname = '\\text{sw2}')
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cw = Parameter(name = 'cw',
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value = 'cmath.sqrt(1 - sw2)',
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sw = Parameter(name = 'sw',
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value = 'cmath.sqrt(sw2)',
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g1 = Parameter(name = 'g1',
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gw = Parameter(name = 'gw',
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vev = Parameter(name = 'vev',
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value = '(2*MW*sw)/ee',
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texname = '\\text{vev}')
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lam = Parameter(name = 'lam',
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value = 'MH**2/(2.*vev**2)',
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texname = '\\text{lam}')
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yb = Parameter(name = 'yb',
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value = '(ymb*cmath.sqrt(2))/vev',
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texname = '\\text{yb}')
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yt = Parameter(name = 'yt',
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value = '(ymt*cmath.sqrt(2))/vev',
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texname = '\\text{yt}')
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ytau = Parameter(name = 'ytau',
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value = '(ymtau*cmath.sqrt(2))/vev',
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texname = '\\text{ytau}')
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muH = Parameter(name = 'muH',
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value = 'cmath.sqrt(lam*vev**2)',