103 research outputs found
Two-loop SQCD corrections to Higgs-quark-quark couplings in the generic MSSM
In this article we compute the two-loop SQCD corrections to Higgs-quark-quark
couplings in the generic MSSM generated by diagrams involving squarks and
gluinos. We give analytic results for the two-loop contributions in the limit
of vanishing external momenta for general SUSY masses valid in the MSSM with
general flavour-structure.
Working in the decoupling limit (M_SUSY >> v) we resum all chirally enhanced
corrections (related to Higgs-quark-quark couplings) up to order \alpha_s^(n+1)
tan(\beta)^n. This resummation allows for a more precise determination of the
Yukawa coupling and CKM elements of the MSSM superpotential necessary for the
study of Yukawa coupling unification.
The knowledge of the Yukawa couplings of the MSSM superpotential in addition
allows us to derive the effective Higgs-quark-quark couplings entering FCNC
processes. These effective vertices can in addition be used for the calculation
of Higgs decays into quarks as long as M_SUSY > M_Higgs holds. Furthermore, our
calculation is also necessary for consistently including the chirally enhanced
self-energies contributions into the calculation of FCNC processes in the MSSM
beyond leading order.
At two-loop order, we find an enhancement of the SUSY threshold corrections,
induced by the quark self-energies, of approximately 9% for \mu=M_SUSY compared
to the one-loop result. At the same time, the matching scale dependence of the
effective Higgs-quark-quark couplings is significantly reduced.Comment: 35 pages, 5 figures, typos correcte
Flavour-violation in two-Higgs-doublet models
In these proceedings we review the flavour phenomenology of 2HDMs with
generic Yukawa structures. We first consider the quark sector and find that
despite the stringent constraints from FCNC processes large effects in tauonic
B decays are still possible. We then consider lepton flavour observables, show
correlations between \mu -> e\gamma and \mu^- -> e^-e^+e^- in the 2HDM of type
III and give upper bounds on the lepton flavour violating B decay B_d -> \mu e.Comment: Proceedings for "The European Physical Society Conference on High
Energy Physics EPS-HEP2013", 7 pages, 6 figure
Bounds on flavour violating parameters in supersymmetry
We investigate the constraints on the flavour violating parameters from the
decay B --> X_s gamma, taking into account the interplay of the various sources
of flavour violation in the unconstrained MSSM. We present a systematic leading
logarithmic QCD analysis of these model-independent constraints, including
contributions from gluinos, neutralinos, charginos, charged Higgs bosons and
interferences between them. We show that two simple combinations of elements of
the down squark mass matrix are stringently bounded over large parts of the
parameter space where only weak assumptions on the hierarchical structure of
the squark mass matrices are made. We also briefly analyse up to which values
SUSY contributions, compatible with B --> X_s gamma, can enhance the Wilson
coefficient C_8(m_W), which plays an important role in the phenomenology of
charmless hadronic B decays.Comment: 29 pages including 22 postscript figure
1-loop SQCD corrections to the decay of top-squarks to charm and neutralino in the generic MSSM
In this article we calculate the 1-loop supersymmetric QCD (SQCD) corrections
to the decay in the MSSM with generic flavour
structure. This decay mode is phenomenologically important if the mass
difference between the lightest squark (which is assumed to be
mainly stop-like) and the neutralino LSP is smaller than the
top mass. In such a scenario is kinematically
not allowed and searches for and are performed. A large decay rate for can weaken the LHC bounds from
which are usually obtained under the assumption . We find the SQCD corrections enhance by approximately 10\% if the flavour-violation originates from
bilinear terms. If flavour-violation originates from trilinear terms, the
effect can be or more, depending on the sign of . We note that
connecting a theory of SUSY breaking to LHC observables, the shift from the
to the on-shell mass is numerically very important for
light stop decays.Comment: 25 pages, 7 figure
Flavor-phenomenology of two-Higgs-doublet models with generic Yukawa structure
We perform an extensive study of flavor observables in a 2HDM with generic
Yukawa structure (the decoupling limit of the MSSM). We examine the effects in
flavor physics and constrain the model both from tree-level processes and
loop-observables. The free parameters of the model are the heavy Higgs mass,
tan(\beta) and the "non-holomorphic" Yukawa couplings \epsilon^f_ij
(f=u,d,\ell). In our analysis we constrain the elements \epsilon^f_ij in
various ways: In a first step we give order of magnitude constraints on
\epsilon^f_ij from 't Hooft's naturalness criterion. Then we constrain the
Yukawa structure of the type-III 2HDM from tree-level FCNC processes
(B_s,d->\mu^+\mu^-, \tau^-->\mu^-\mu^+\mu^-, etc.) and observe that all flavor
off-diagonal elements except \epsilon^u_32,31 and \epsilon^u_23,13 must be very
small in order to satisfy the experimental bounds. In a third step, we consider
Higgs mediated loop contributions to FCNC processes (b->s,d\gamma,
\mu->e\gamma, etc.) finding that also \epsilon^u_13 and \epsilon^u_23 must be
very small, while the bounds on \epsilon^u_31 and \epsilon^u_32 are especially
weak. Taking into account the constraints from FCNC processes we study the
possible size of contributions from tree-level charged Higgs exchange.
Interestingly, the unconstrained elements \epsilon^u_{32,31} enter directly the
branching ratios for B->\tau\nu, B->D\tau\nu and B->D*\tau\nu and we show that
the deviations from the SM predictions in these processes can be explained
simultaneously. We give upper limits on the branching ratios of the lepton
flavor-violating neutral B meson decays and correlate the radiative lepton
decays to the corresponding neutral current lepton decays (\tau^-
->\mu^-\mu^+\mu^-, \tau^- ->e^-\mu^+\mu^- and \mu^- ->e^-e^+e^-). A detailed
appendix contains all relevant information for the considered processes for
general scalar-fermion-fermion couplings.Comment: 73 pages, 36 figures, 10 table
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