SUSPECT2.3 INPUT SAMPLE for maximal mh in unconstrained MSSM --------------------- * Initialize various options (choice of models, algorithm control etc..) ICHOICE(1): Choice of the model to be considered: Arbitrary soft-terms at low scale (no RGE): 0 Arbitrary soft-terms at high scale (RGE) : 1 mSUGRA (cMSSM) : 10 GMSB (cMSSM) : 11 AMSB (cMSSM) : 12 0 ICHOICE(2): All the RGEs are at 1-loop order (faster) : 11 2-loop RGEs for gauge+Yukawas+gauginos : 21 21 ICHOICE(3): GUT scale imposed (HIGH to be given below): 0 GUT (at g_1=g_2) scale derived from input : 1 1 ICHOICE(4): Num. RGE sufficiently accurate and fast : 1 RGE very accurate but rather slow : 2 2 ICHOICE(5): No radiative EWSB imposed (only in pMSSM) : 0 Consistent EWSB (automatic in cMSSMs) : 1 1 ICHOICE(6): M_A, MU as input (only in pMSSM) : 0 M_Hu, M_Hd as input (only in pMSSM) : 1 0 ICHOICE(7): SUSY radiative corrections to the (s)particles masses: No radiative corrections at all : 0 Only in mb,mt,mtau + Yukawas couplings : 1 For squark/gaugino masses in addition : 2 2 ICHOICE(8): Default EWSB scale=(mt_L*mt_R)^(1/2) : 1 Arbitrary EWSB scale (to be given below) : 0 1 ICHOICE(9): Final spectrum accuracy: 1 -> 1% acc.; 2 -> 0.01 % acc. 2 ICHOICE(10): ! NEW/MODIFS! calculation of the Higgs boson masses: A simple approximation (not so bad) : 0 Full one-loop calculation : 1 One-loop + dominant DSVZ 2-loop : 2 2 ICHOICE(11): !NEW OPTION! higher order Higgs 'scheme' in rad. corr. at mZ: (NB formally a higher (2-loop) order difference) RUNNING DRbar Higgs masses at loop-level at mZ (preferred!): 0 POLE Higgs masses at loop-level at mZ : 1 0 * "SM" parameters (default input here): !MODIFS! mb_pole->mb_mb 1/alpha(MZ), alpha_S(MZ), M_t(pole), mb(mb), M_tau 127.934 0.1172 182.3 4.25 1.7770 * RGE scales(GeV): HIGH (=GUT scale if imposed); EWSB scale: 92. 1.d3 * mSUGRA model input parameters: * m_0 m_1/2 A_0 tan(beta) sign(mu) 100. 250. -100. 10. 1. * GMSB model input parameters: * MGM_mes MGM_susy tan(beta) sign(mu) Nl_mes Nq_mes 200.d3 100.d3 15. 1. 1 1 * AMSB model input parameters: * M_3/2 m_0 tan(beta) sign(MU) cQ cuR cdR cL ceR cHu cHd 60.d3 450. 10 1. 1. 1. 1. 1. 1. 1. 1. * Non-universal MSSM inputs (irrelevant if constrained MSSM chosen): M_Hu^2 M_Hd^2 (V_Higgs mass terms) tan(beta) sign(mu) 1.d4 1.d4 60. 1 M_1 M_2 M_3 (gaugino mass terms) 100. 200. 500. M_tauL M_tauR M_QL M_tR M_bR (3rd gen. L and R mass terms) 2.d3 2.d3 2700.d0 1300.d0 2.d3 M_eL M_eR M_qu M_uR M_dR (1/2 gen. L and R mass terms) 2.d3 2.d3 2.d3 2.d3 2.d3 A_tau A_t A_b A_e A_u A_d (trilinear couplings) 2.d3 4700.d0 -5000.d0 2.d3 2.d3 2.d3 M_A mu if inputs instead of M_Hu, M_Hd (not in constrained MSSM): 2000.d0 150.d0