Yukawa enhancement of Z -mediated new physics in ∆ S = 2 and ∆ B = 2 processes
Christoph Bobeth,Christoph Bobeth,Andrzej J. Buras,Andrzej J. Buras,Alejandro Celis,Martin Jung +5 more
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In this article, the authors discuss Yukawa-enhanced contributions from Z-mediated new physics to down-type quark ΔF = 2 processes in the framework of the standard model gauge-invariant effective theory (SMEFT).Abstract:
We discuss Yukawa-enhanced contributions from Z-mediated new physics to down-type quark ΔF = 2 processes in the framework of the standard model gauge-invariant effective theory (SMEFT). Besides the renormalization group (RG) mixing of the Z-mediating ψ
2
H
2
D operators into ΔF = 2 operators, we include at the electroweak scale one-loop (NLO) matching corrections consistently, necessary for the removal of the matching scale dependence. We point out that the right-handed Z-mediated interactions generate through Yukawa RG mixing ΔF = 2 left-right operators, which are further enhanced through QCD RG effects and chirally enhanced hadronic matrix elements. We investigate the impact of these new effects on the known correlations between ΔF = 2 and ΔF = 1 transitions in the SMEFT framework and point out qualitative differences to previous parameterizations of Z-mediated new physics that arise for the left-handed case. We illustrate how specific models fit into our model-independent framework by using four models with vector-like quarks. We carry out model-independent analyses of scenarios with purely left-handed and purely right-handed new-physics Z couplings for each of the three sectors s → d, b → s and b → d. Specifically we discuss the correlations between e′/e, e
K
, $$ {K}_L\to {\mu}^{+}{\mu}^{-}{K}^{+}\to {\pi}^{+}\nu \overline{\nu} $$
and $$ {K}_L\to {\pi}^0\nu \overline{\nu} $$
in the Kaon sector, and ϕ
s
, B
s
→ μ
+
μ
− and B → K
(*)(μ
+
μ
−
, $$ \nu \overline{\nu} $$
) in the b → s sector and B
d
→ μ
+
μ
− in the b → d sector.read more
Citations
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