Measurements of Charged Current Lepton Universality and ∣Vus∣|V_{us}| using Tau Lepton Decays to e−νˉeντe^- \barν_e ν_τ, μ−νˉμντμ^- \barν_μν_τ, π−ντπ^- ν_τ, and $\K^- ν_τ$

preprint2010arXivOpen access

Abstract

Using 467 fb−1fb^{-1} of e+e−e^+e^- annihilation data collected with the BaBar detector, we measure B(τ−→μ−νˉμντ)B(τ−→e−νˉeντ)=(0.9796±0.0016±0.0036)\frac{\cal{B}(τ^- \to μ^- \barν_μν_τ)}{\cal{B}(τ^- \to e^- \barν_e ν_τ)} = (0.9796 \pm 0.0016 \pm 0.0036), B(τ−→π−ντ)B(τ−→e−νˉeντ)=(0.5945±0.0014±0.0061)\frac{\cal{B}(τ^- \to π^- ν_τ)}{\cal{B}(τ^- \to e^- \barν_e ν_τ)} = (0.5945 \pm 0.0014 \pm 0.0061), and $\frac{\cal{B}(τ^- \to \K^- ν_τ)}{\cal{B}(τ^- \to e^- \barν_e ν_τ)} = (0.03882 \pm 0.00032 \pm 0.00057)$, where the uncertainties are statistical and systematic, respectively. From these precision ττ measurements, we test the Standard Model assumption of μμ-ee and ττ-μμ charge current lepton universality and provide determinations of ∣Vus∣|V_{us}| experimentally independent of the decay of a kaon and which we compare with the value predicted from the unitarity of the Cabibbo-Kobayashi-Maskawa matrix.

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