2017
DOI: 10.1140/epjc/s10052-017-5198-6
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Charged-Higgs on $$R_{D^{(*)}}$$ R D ( ∗ ) , $$\tau $$ τ polarization, and FBA

Abstract: We study the influence of a charged-Higgs on the excess of branching fraction ratio,, in a generic twoHiggs-doublet model. In order to investigate the lepton polarization, the detailed decay amplitudes with lepton helicity are given. When the charged-Higgs is used to resolve excesses, it is found that two independent Yukawa couplings are needed to explain the R D and R D * anomalies. We show that when

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Cited by 63 publications
(84 citation statements)
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“…It was interesting that the geometry dependence of the PP viscosity revealed in Figure 1 showed a large variation compared with the results reported in the literature, 17 in which the rheological behaviors of a POM melt flowing through microchannels were investigated on the basis of a melt viscosity measurement system. The results shown in Figure 1 in this study were opposite to those in ref.…”
Section: Effect Of the Temperature On The Geometry Dependence Of The mentioning
confidence: 76%
See 3 more Smart Citations
“…It was interesting that the geometry dependence of the PP viscosity revealed in Figure 1 showed a large variation compared with the results reported in the literature, 17 in which the rheological behaviors of a POM melt flowing through microchannels were investigated on the basis of a melt viscosity measurement system. The results shown in Figure 1 in this study were opposite to those in ref.…”
Section: Effect Of the Temperature On The Geometry Dependence Of The mentioning
confidence: 76%
“…The results shown in Figure 1 in this study were opposite to those in ref. 17, even over a similar range of shear rate.…”
Section: Effect Of the Temperature On The Geometry Dependence Of The mentioning
confidence: 83%
See 2 more Smart Citations
“…9 we show the convexity parameter C Similar to what has been discussed in Refs. [61][62][63], one can use the polarization of the τ in the semileptonic decays B c → J=ψðη c Þτν to probe for NP. The longitudinal (L), transverse (T), and normal (N) polarization components of the τ are defined as…”
Section: W ðθþ ¼mentioning
confidence: 99%