FeynCalc manual (development version)

SMP

SMP[par] displays a symbol for the model parameter par. Typical parameters are masses, coupling constants, mixing angles etc.

Parameters that are complex, like a CKM matrix element, have an I as an additional argument, e.g. SMP["V_ud", I] and SMP["V_ud", -I].

SMP[] shows the list of all available parameters.

See also

Overview, SMVertex, SMPToSymbol.

Examples

Electron mass mem_e

SMP["m_e"]

mem_e

Weak coupling constant gWg_W

SMP["g_W"]

gWg_W

List all available SMP’s

SMP[]

(NF  N_Fme  m_emμ  m_mumτ  m_taumu  m_umd  m_dmc  m_cms  m_smt  m_tmb  m_bmH  m_HmW  m_WmZ  m_Zmq  m_qmQ  m_Qmqu  m_qumqd  m_qdml  m_lmπ  m_pi  g  ggs  g_s  e  eeQ  e_QQu  Q_uQd  Q_dGF  G_FgW  g_WgW  g’_Wcos(θW)  cos_Wsin(θW)  sin_WθW  theta_Wcos(θC)  cos_Csin(θC)  sin_CθC  theta_Cα  alpha_fsαs  alpha_sδψ  d_psiδϕ  d_phiδA  d_Aδm  d_mδu  d_uδξ  d_xiδe  d_eδg  d_gZψ  Z_psiZϕ  Z_phiZA  Z_AZm  Z_mZu  Z_uZξ  Z_xiZe  Z_eZg  Z_g  δZψ  dZ_psi  δZϕ  dZ_phi  δZA  dZ_A  δZm  dZ_m  δZu  dZ_u  δZξ  dZ_xi  δZe  dZ_e  δZg  dZ_gδψMS  d_psiMSδϕMS  d_phiMSδAMS  d_AMSδmMS  d_mMSδuMS  d_uMSδξMS  d_xiMSδeMS  d_eMSδgMS  d_gMSZψMS  Z_psiMSZϕMS  Z_phiMSZAMS  Z_AMSZmMS  Z_mMSZuMS  Z_uMSZξMS  Z_xiMSZeMS  Z_eMSZgMS  Z_gMS  δZψMS  dZ_psiMS  δZϕMS  dZ_phiMS  δZAMS  dZ_AMS  δZmMS  dZ_mMS  δZuMS  dZ_uMS  δZξMS  dZ_xiMS  δZeMS  dZ_eMS  δZgMS  dZ_gMSδψMS  d_psiMSbarδϕMS  d_phiMSbarδAMS  d_AMSbarδmMS  d_mMSbarδuMS  d_uMSbarδξMS  d_xiMSbarδeMS  d_eMSbarδgMS  d_gMSbar  δZψMS  Z_psiMSbarZϕMS  Z_phiMSbarZAMS  Z_AMSbarZmMS  Z_mMSbarZuMS  Z_uMSbarZξMS  Z_xiMSbarZeMS  Z_eMSbarZgMS  Z_gMSbarZψMS  dZ_psiMSbar  δZϕMS  dZ_phiMSbar  δZAMS  dZ_AMSbar  δZmMS  dZ_mMSbar  δZuMS  dZ_uMSbar  δZξMS  dZ_xiMSbar  δZeMS  dZ_eMSbar  δZgMS  dZ_gMSbarδψOS  d_psiOSδϕOS  d_phiOSδAOS  d_AOSδmOS  d_mOSδuOS  d_uOSδξOS  d_xiOSδeOS  d_eOSδgOS  d_gOSZψOS  Z_psiOSZϕOS  Z_phiOSZAOS  Z_AOSZmOS  Z_mOSZuOS  Z_uOSZξOS  Z_xiOSZeOS  Z_eOSZgOS  Z_gOS  δZψOS  dZ_psiOS  δZϕOS  dZ_phiOS  δZAOS  dZ_AOS  δZmOS  dZ_mOS  δZuOS  dZ_uOS  δZξOS  dZ_xiOS  δZeOS  dZ_eOS  δZgOS  dZ_gOSVud{V_ud,i}Vud{V_ud,i}Vus{V_us,i}Vus{V_us,i}Vub{V_ub,i}Vub{V_ub,i}Vcd{V_cd,i}Vcd{V_cd,i}Vcs{V_cs,i}Vcs{V_cs,i}Vcb{V_cb,i}Vcb{V_cb,i}Vtd{V_td,i}Vtd{V_td,i}Vts{V_ts,i}Vts{V_ts,i}Vtb{V_tb,i}Vtb{V_tb,i}s12  s_12s13  s_13s23  s_23c12  c_12c13  c_13c23  c_23)\left( \begin{array}{cc} N_F & \;\text{N$\_$F} \\ m_e & \;\text{m$\_$e} \\ m_{\mu } & \;\text{m$\_$mu} \\ m_{\tau } & \;\text{m$\_$tau} \\ m_u & \;\text{m$\_$u} \\ m_d & \;\text{m$\_$d} \\ m_c & \;\text{m$\_$c} \\ m_s & \;\text{m$\_$s} \\ m_t & \;\text{m$\_$t} \\ m_b & \;\text{m$\_$b} \\ m_H & \;\text{m$\_$H} \\ m_W & \;\text{m$\_$W} \\ m_Z & \;\text{m$\_$Z} \\ m_q & \;\text{m$\_$q} \\ m_Q & \;\text{m$\_$Q} \\ m_{q_u} & \;\text{m$\_$qu} \\ m_{q_d} & \;\text{m$\_$qd} \\ m_l & \;\text{m$\_$l} \\ m_{\pi } & \;\text{m$\_$pi} \\ \;\text{g} & \;\text{g} \\ g_s & \;\text{g$\_$s} \\ \;\text{e} & \;\text{e} \\ e_Q & \;\text{e$\_$Q} \\ Q_u & \;\text{Q$\_$u} \\ Q_d & \;\text{Q$\_$d} \\ G_F & \;\text{G$\_$F} \\ g_W & \;\text{g$\_$W} \\ g'_W & \;\text{g'$\_$W} \\ \left.\cos (\theta _W\right) & \;\text{cos$\_$W} \\ \left.\sin (\theta _W\right) & \;\text{sin$\_$W} \\ \theta _W & \;\text{theta$\_$W} \\ \left.\cos (\theta _C\right) & \;\text{cos$\_$C} \\ \left.\sin (\theta _C\right) & \;\text{sin$\_$C} \\ \theta _C & \;\text{theta$\_$C} \\ \alpha & \;\text{alpha$\_$fs} \\ \alpha _s & \;\text{alpha$\_$s} \\ \delta _{\psi } & \;\text{d$\_$psi} \\ \delta _{\phi } & \;\text{d$\_$phi} \\ \delta _A & \;\text{d$\_$A} \\ \delta _m & \;\text{d$\_$m} \\ \delta _u & \;\text{d$\_$u} \\ \delta _{\xi } & \;\text{d$\_$xi} \\ \delta _e & \;\text{d$\_$e} \\ \delta _g & \;\text{d$\_$g} \\ Z_{\psi } & \;\text{Z$\_$psi} \\ Z_{\phi } & \;\text{Z$\_$phi} \\ Z_A & \;\text{Z$\_$A} \\ Z_m & \;\text{Z$\_$m} \\ Z_u & \;\text{Z$\_$u} \\ Z_{\xi } & \;\text{Z$\_$xi} \\ Z_e & \;\text{Z$\_$e} \\ Z_g & \;\text{Z$\_$g} \\ \;\text{$\delta $Z}_{\psi } & \;\text{dZ$\_$psi} \\ \;\text{$\delta $Z}_{\phi } & \;\text{dZ$\_$phi} \\ \;\text{$\delta $Z}_A & \;\text{dZ$\_$A} \\ \;\text{$\delta $Z}_m & \;\text{dZ$\_$m} \\ \;\text{$\delta $Z}_u & \;\text{dZ$\_$u} \\ \;\text{$\delta $Z}_{\xi } & \;\text{dZ$\_$xi} \\ \;\text{$\delta $Z}_e & \;\text{dZ$\_$e} \\ \;\text{$\delta $Z}_g & \;\text{dZ$\_$g} \\ \delta _{\psi }^{\text{MS}} & \;\text{d$\_$psi${}^{\wedge}$MS} \\ \delta _{\phi }^{\text{MS}} & \;\text{d$\_$phi${}^{\wedge}$MS} \\ \delta _A^{\text{MS}} & \;\text{d$\_$A${}^{\wedge}$MS} \\ \delta _m^{\text{MS}} & \;\text{d$\_$m${}^{\wedge}$MS} \\ \delta _u^{\text{MS}} & \;\text{d$\_$u${}^{\wedge}$MS} \\ \delta _{\xi }^{\text{MS}} & \;\text{d$\_$xi${}^{\wedge}$MS} \\ \delta _e^{\text{MS}} & \;\text{d$\_$e${}^{\wedge}$MS} \\ \delta _g^{\text{MS}} & \;\text{d$\_$g${}^{\wedge}$MS} \\ Z_{\psi }^{\text{MS}} & \;\text{Z$\_$psi${}^{\wedge}$MS} \\ Z_{\phi }^{\text{MS}} & \;\text{Z$\_$phi${}^{\wedge}$MS} \\ Z_A^{\text{MS}} & \;\text{Z$\_$A${}^{\wedge}$MS} \\ Z_m^{\text{MS}} & \;\text{Z$\_$m${}^{\wedge}$MS} \\ Z_u^{\text{MS}} & \;\text{Z$\_$u${}^{\wedge}$MS} \\ Z_{\xi }^{\text{MS}} & \;\text{Z$\_$xi${}^{\wedge}$MS} \\ Z_e^{\text{MS}} & \;\text{Z$\_$e${}^{\wedge}$MS} \\ Z_g^{\text{MS}} & \;\text{Z$\_$g${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_{\psi }^{\text{MS}} & \;\text{dZ$\_$psi${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_{\phi }^{\text{MS}} & \;\text{dZ$\_$phi${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_A^{\text{MS}} & \;\text{dZ$\_$A${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_m^{\text{MS}} & \;\text{dZ$\_$m${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_u^{\text{MS}} & \;\text{dZ$\_$u${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_{\xi }^{\text{MS}} & \;\text{dZ$\_$xi${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_e^{\text{MS}} & \;\text{dZ$\_$e${}^{\wedge}$MS} \\ \;\text{$\delta $Z}_g^{\text{MS}} & \;\text{dZ$\_$g${}^{\wedge}$MS} \\ \delta _{\psi }^{\overset{---}{\text{MS}}} & \;\text{d$\_$psi${}^{\wedge}$MSbar} \\ \delta _{\phi }^{\overset{---}{\text{MS}}} & \;\text{d$\_$phi${}^{\wedge}$MSbar} \\ \delta _A^{\overset{---}{\text{MS}}} & \;\text{d$\_$A${}^{\wedge}$MSbar} \\ \delta _m^{\overset{---}{\text{MS}}} & \;\text{d$\_$m${}^{\wedge}$MSbar} \\ \delta _u^{\overset{---}{\text{MS}}} & \;\text{d$\_$u${}^{\wedge}$MSbar} \\ \delta _{\xi }^{\overset{---}{\text{MS}}} & \;\text{d$\_$xi${}^{\wedge}$MSbar} \\ \delta _e^{\overset{---}{\text{MS}}} & \;\text{d$\_$e${}^{\wedge}$MSbar} \\ \delta _g^{\overset{---}{\text{MS}}} & \;\text{d$\_$g${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_{\psi }^{\overset{---}{\text{MS}}} & \;\text{Z$\_$psi${}^{\wedge}$MSbar} \\ Z_{\phi }^{\overset{---}{\text{MS}}} & \;\text{Z$\_$phi${}^{\wedge}$MSbar} \\ Z_A^{\overset{---}{\text{MS}}} & \;\text{Z$\_$A${}^{\wedge}$MSbar} \\ Z_m^{\overset{---}{\text{MS}}} & \;\text{Z$\_$m${}^{\wedge}$MSbar} \\ Z_u^{\overset{---}{\text{MS}}} & \;\text{Z$\_$u${}^{\wedge}$MSbar} \\ Z_{\xi }^{\overset{---}{\text{MS}}} & \;\text{Z$\_$xi${}^{\wedge}$MSbar} \\ Z_e^{\overset{---}{\text{MS}}} & \;\text{Z$\_$e${}^{\wedge}$MSbar} \\ Z_g^{\overset{---}{\text{MS}}} & \;\text{Z$\_$g${}^{\wedge}$MSbar} \\ Z_{\psi }^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$psi${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_{\phi }^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$phi${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_A^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$A${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_m^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$m${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_u^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$u${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_{\xi }^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$xi${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_e^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$e${}^{\wedge}$MSbar} \\ \;\text{$\delta $Z}_g^{\overset{---}{\text{MS}}} & \;\text{dZ$\_$g${}^{\wedge}$MSbar} \\ \delta _{\psi }^{\text{OS}} & \;\text{d$\_$psi${}^{\wedge}$OS} \\ \delta _{\phi }^{\text{OS}} & \;\text{d$\_$phi${}^{\wedge}$OS} \\ \delta _A^{\text{OS}} & \;\text{d$\_$A${}^{\wedge}$OS} \\ \delta _m^{\text{OS}} & \;\text{d$\_$m${}^{\wedge}$OS} \\ \delta _u^{\text{OS}} & \;\text{d$\_$u${}^{\wedge}$OS} \\ \delta _{\xi }^{\text{OS}} & \;\text{d$\_$xi${}^{\wedge}$OS} \\ \delta _e^{\text{OS}} & \;\text{d$\_$e${}^{\wedge}$OS} \\ \delta _g^{\text{OS}} & \;\text{d$\_$g${}^{\wedge}$OS} \\ Z_{\psi }^{\text{OS}} & \;\text{Z$\_$psi${}^{\wedge}$OS} \\ Z_{\phi }^{\text{OS}} & \;\text{Z$\_$phi${}^{\wedge}$OS} \\ Z_A^{\text{OS}} & \;\text{Z$\_$A${}^{\wedge}$OS} \\ Z_m^{\text{OS}} & \;\text{Z$\_$m${}^{\wedge}$OS} \\ Z_u^{\text{OS}} & \;\text{Z$\_$u${}^{\wedge}$OS} \\ Z_{\xi }^{\text{OS}} & \;\text{Z$\_$xi${}^{\wedge}$OS} \\ Z_e^{\text{OS}} & \;\text{Z$\_$e${}^{\wedge}$OS} \\ Z_g^{\text{OS}} & \;\text{Z$\_$g${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_{\psi }^{\text{OS}} & \;\text{dZ$\_$psi${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_{\phi }^{\text{OS}} & \;\text{dZ$\_$phi${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_A^{\text{OS}} & \;\text{dZ$\_$A${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_m^{\text{OS}} & \;\text{dZ$\_$m${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_u^{\text{OS}} & \;\text{dZ$\_$u${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_{\xi }^{\text{OS}} & \;\text{dZ$\_$xi${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_e^{\text{OS}} & \;\text{dZ$\_$e${}^{\wedge}$OS} \\ \;\text{$\delta $Z}_g^{\text{OS}} & \;\text{dZ$\_$g${}^{\wedge}$OS} \\ V_{\text{ud}} & \{\text{V$\_$ud},i\} \\ V_{\text{ud}}^* & \{\text{V$\_$ud},-i\} \\ V_{\text{us}} & \{\text{V$\_$us},i\} \\ V_{\text{us}}^* & \{\text{V$\_$us},-i\} \\ V_{\text{ub}} & \{\text{V$\_$ub},i\} \\ V_{\text{ub}}^* & \{\text{V$\_$ub},-i\} \\ V_{\text{cd}} & \{\text{V$\_$cd},i\} \\ V_{\text{cd}}^* & \{\text{V$\_$cd},-i\} \\ V_{\text{cs}} & \{\text{V$\_$cs},i\} \\ V_{\text{cs}}^* & \{\text{V$\_$cs},-i\} \\ V_{\text{cb}} & \{\text{V$\_$cb},i\} \\ V_{\text{cb}}^* & \{\text{V$\_$cb},-i\} \\ V_{\text{td}} & \{\text{V$\_$td},i\} \\ V_{\text{td}}^* & \{\text{V$\_$td},-i\} \\ V_{\text{ts}} & \{\text{V$\_$ts},i\} \\ V_{\text{ts}}^* & \{\text{V$\_$ts},-i\} \\ V_{\text{tb}} & \{\text{V$\_$tb},i\} \\ V_{\text{tb}}^* & \{\text{V$\_$tb},-i\} \\ s_{12} & \;\text{s$\_$12} \\ s_{13} & \;\text{s$\_$13} \\ s_{23} & \;\text{s$\_$23} \\ c_{12} & \;\text{c$\_$12} \\ c_{13} & \;\text{c$\_$13} \\ c_{23} & \;\text{c$\_$23} \\ \end{array} \right)

SMP /@ Last /@ SMP[]

{NF,me,mμ,mτ,mu,md,mc,ms,mt,mb,mH,mW,mZ,mq,mQ,mqu,mqd,ml,mπ,g,gs,e,eQ,Qu,Qd,GF,gW,gW,cos(θW),sin(θW),θW,cos(θC),sin(θC),θC,α,αs,δψ,δϕ,δA,δm,δu,δξ,δe,δg,Zψ,Zϕ,ZA,Zm,Zu,Zξ,Ze,Zg,δZψ,δZϕ,δZA,δZm,δZu,δZξ,δZe,δZg,δψMS,δϕMS,δAMS,δmMS,δuMS,δξMS,δeMS,δgMS,ZψMS,ZϕMS,ZAMS,ZmMS,ZuMS,ZξMS,ZeMS,ZgMS,δZψMS,δZϕMS,δZAMS,δZmMS,δZuMS,δZξMS,δZeMS,δZgMS,δψMS,δϕMS,δAMS,δmMS,δuMS,δξMS,δeMS,δgMS,δZψMS,ZϕMS,ZAMS,ZmMS,ZuMS,ZξMS,ZeMS,ZgMS,ZψMS,δZϕMS,δZAMS,δZmMS,δZuMS,δZξMS,δZeMS,δZgMS,δψOS,δϕOS,δAOS,δmOS,δuOS,δξOS,δeOS,δgOS,ZψOS,ZϕOS,ZAOS,ZmOS,ZuOS,ZξOS,ZeOS,ZgOS,δZψOS,δZϕOS,δZAOS,δZmOS,δZuOS,δZξOS,δZeOS,δZgOS,Vud,Vud,Vus,Vus,Vub,Vub,Vcd,Vcd,Vcs,Vcs,Vcb,Vcb,Vtd,Vtd,Vts,Vts,Vtb,Vtb,s12,s13,s23,c12,c13,c23}\left\{N_F,m_e,m_{\mu },m_{\tau },m_u,m_d,m_c,m_s,m_t,m_b,m_H,m_W,m_Z,m_q,m_Q,m_{q_u},m_{q_d},m_l,m_{\pi },\text{g},g_s,\text{e},e_Q,Q_u,Q_d,G_F,g_W,g'_W,\left.\cos (\theta _W\right),\left.\sin (\theta _W\right),\theta _W,\left.\cos (\theta _C\right),\left.\sin (\theta _C\right),\theta _C,\alpha ,\alpha _s,\delta _{\psi },\delta _{\phi },\delta _A,\delta _m,\delta _u,\delta _{\xi },\delta _e,\delta _g,Z_{\psi },Z_{\phi },Z_A,Z_m,Z_u,Z_{\xi },Z_e,Z_g,\text{$\delta $Z}_{\psi },\text{$\delta $Z}_{\phi },\text{$\delta $Z}_A,\text{$\delta $Z}_m,\text{$\delta $Z}_u,\text{$\delta $Z}_{\xi },\text{$\delta $Z}_e,\text{$\delta $Z}_g,\delta _{\psi }^{\text{MS}},\delta _{\phi }^{\text{MS}},\delta _A^{\text{MS}},\delta _m^{\text{MS}},\delta _u^{\text{MS}},\delta _{\xi }^{\text{MS}},\delta _e^{\text{MS}},\delta _g^{\text{MS}},Z_{\psi }^{\text{MS}},Z_{\phi }^{\text{MS}},Z_A^{\text{MS}},Z_m^{\text{MS}},Z_u^{\text{MS}},Z_{\xi }^{\text{MS}},Z_e^{\text{MS}},Z_g^{\text{MS}},\text{$\delta $Z}_{\psi }^{\text{MS}},\text{$\delta $Z}_{\phi }^{\text{MS}},\text{$\delta $Z}_A^{\text{MS}},\text{$\delta $Z}_m^{\text{MS}},\text{$\delta $Z}_u^{\text{MS}},\text{$\delta $Z}_{\xi }^{\text{MS}},\text{$\delta $Z}_e^{\text{MS}},\text{$\delta $Z}_g^{\text{MS}},\delta _{\psi }^{\overset{---}{\text{MS}}},\delta _{\phi }^{\overset{---}{\text{MS}}},\delta _A^{\overset{---}{\text{MS}}},\delta _m^{\overset{---}{\text{MS}}},\delta _u^{\overset{---}{\text{MS}}},\delta _{\xi }^{\overset{---}{\text{MS}}},\delta _e^{\overset{---}{\text{MS}}},\delta _g^{\overset{---}{\text{MS}}},\text{$\delta $Z}_{\psi }^{\overset{---}{\text{MS}}},Z_{\phi }^{\overset{---}{\text{MS}}},Z_A^{\overset{---}{\text{MS}}},Z_m^{\overset{---}{\text{MS}}},Z_u^{\overset{---}{\text{MS}}},Z_{\xi }^{\overset{---}{\text{MS}}},Z_e^{\overset{---}{\text{MS}}},Z_g^{\overset{---}{\text{MS}}},Z_{\psi }^{\overset{---}{\text{MS}}},\text{$\delta $Z}_{\phi }^{\overset{---}{\text{MS}}},\text{$\delta $Z}_A^{\overset{---}{\text{MS}}},\text{$\delta $Z}_m^{\overset{---}{\text{MS}}},\text{$\delta $Z}_u^{\overset{---}{\text{MS}}},\text{$\delta $Z}_{\xi }^{\overset{---}{\text{MS}}},\text{$\delta $Z}_e^{\overset{---}{\text{MS}}},\text{$\delta $Z}_g^{\overset{---}{\text{MS}}},\delta _{\psi }^{\text{OS}},\delta _{\phi }^{\text{OS}},\delta _A^{\text{OS}},\delta _m^{\text{OS}},\delta _u^{\text{OS}},\delta _{\xi }^{\text{OS}},\delta _e^{\text{OS}},\delta _g^{\text{OS}},Z_{\psi }^{\text{OS}},Z_{\phi }^{\text{OS}},Z_A^{\text{OS}},Z_m^{\text{OS}},Z_u^{\text{OS}},Z_{\xi }^{\text{OS}},Z_e^{\text{OS}},Z_g^{\text{OS}},\text{$\delta $Z}_{\psi }^{\text{OS}},\text{$\delta $Z}_{\phi }^{\text{OS}},\text{$\delta $Z}_A^{\text{OS}},\text{$\delta $Z}_m^{\text{OS}},\text{$\delta $Z}_u^{\text{OS}},\text{$\delta $Z}_{\xi }^{\text{OS}},\text{$\delta $Z}_e^{\text{OS}},\text{$\delta $Z}_g^{\text{OS}},V_{\text{ud}},V_{\text{ud}}^*,V_{\text{us}},V_{\text{us}}^*,V_{\text{ub}},V_{\text{ub}}^*,V_{\text{cd}},V_{\text{cd}}^*,V_{\text{cs}},V_{\text{cs}}^*,V_{\text{cb}},V_{\text{cb}}^*,V_{\text{td}},V_{\text{td}}^*,V_{\text{ts}},V_{\text{ts}}^*,V_{\text{tb}},V_{\text{tb}}^*,s_{12},s_{13},s_{23},c_{12},c_{13},c_{23}\right\}