The FeynHiggs User Control Center: the general MSSM

Flags

Scope of the 1-loop part: mt^4 approximation top/stop sector top/stop + bottom/sbottom sector full (s)quark/(s)lepton sector full MSSM

1-loop field renormalization: MSbar on-shell, Dabelstein convention on-shell, "Goldstone-pole" version on-shell, MF I on-shell, MF II

1-loop tan(beta) renormalization: MSbar field renormalization part only for tan(beta) (Dabelstein) mixed field/on-shell

Mixing in the neutral Higgs sector: no mixing 2x2 (h0-HH) mixing = real parameters 3x3 (h0-HH-A0) mixing = complex parameters

Approximation for the 1-loop result: no approximation p^2 = 0 approximation self-energies are calculated at p^2 = M_tree^2

Higher-order corrections: tree level only 1-loop corrections 2-loop corrections

m_t in the 2-loop corrections: pole top mass in 2-loop corrections running top mass in 2-loop corrections

m_b in the 2-loop corrections: non-resummed MB in 2-loop corrections resummed MB in 2-loop corrections

Parameters

Standard Model parameters

mt = GeV

mb = GeV

MW = GeV

MZ = GeV

Higgs sector

tan(beta)	=
MA0 MH+	= GeV
µ	= × exp(i ) GeV

Sfermion sector

MSL3 =	MSE3 =	MSQ3 =	MSU3 =	MSD3 = GeV
MSL2 =	MSE2 =	MSQ2 =	MSU2 =	MSD2 = GeV
MSL1 =	MSE1 =	MSQ1 =	MSU1 =	MSD1 = GeV

Atau = × exp(i )	At = × exp(i )	Ab = × exp(i ) GeV
Aµ = × exp(i )	Ac = × exp(i )	As = × exp(i ) GeV
Ae = × exp(i )	Au = × exp(i )	Ad = × exp(i ) GeV

DRbar scales:   Qtau = (0 = on-shell)

Qt = (0 = on-shell)

Qb = (0 = on-shell)

Gaugino sector

M1 = × exp(i ) GeV	(0 = use GUT relation)
M2 = × exp(i ) GeV
M3 = × exp(i ) GeV

Non-minimal flavour-violation

lambdat =	(0 < lambdat < 1)
lambdab =	(0 < lambdab < 1)

Renormalization Scale

mudim = × mt

or: