J. Charles

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20042010

most citedBayesian Statistics at Work: the Troublesome Extraction of the CKM Phase alpha

13 citations · 13 across the 3 of their papers we have counts for

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hep-ph2010

Extracting strong phase and $C P$ violation in $D$ decays by using quantum correlations in $ψ (3770) \to D^{0} D^{0} \to (V_{1} V_{2}) (K π)$ and $ψ(3770)\to D^0\overline{D}^0\to (V_1V_2)(V_3V_4)

Xian-Wei Kang, Jerome Charles, Sebastien Descotes-Genon +1

We exploit the angular and quantum correlations in the $D D ˉ$ pairs produced through the decay of the $ψ (3770)$ resonance in a charm factory to investigate CP-violation in two…

hep-ph2007

Reply to: ''Improved Determination of the CKM Angle alpha from B -> pipi decays''

J. Charles, A. Hoecker, H. Lacker +2

In reply to hep-ph/0701204 we demonstrate why the arguments made therein do not address the criticism exposed in hep-ph/0607246 on the fundamental shortcomings of the Bayesian appr…

hep-ph2006★ 13 cited

Bayesian Statistics at Work: the Troublesome Extraction of the CKM Phase alpha

J. Charles, A. Hocker, H. Lacker +2

In Bayesian statistics, one's prior beliefs about underlying model parameters are revised with the information content of observed data from which, using Bayes' rule, a posterior b…

hep-ph2004

CP Violation and the CKM Matrix: Assessing the Impact of the Asymmetric B Factories

J. Charles, A. Hocker, H. Lacker +6

We update the profile of the CKM matrix. The apex (rhobar,etabar) of the Unitarity Triangle is given by means of a global fit. We propose to include therein sin2alpha from the CP-v…

Extracting strong phase and CP violation in D decays by using quantum correlations in ψ(3770)→D0D0→(V1​V2​)(Kπ) and $ψ(3770)\to D^0\overline{D}^0\to (V_1V_2)(V_3V_4)

Reply to: ''Improved Determination of the CKM Angle alpha from B -> pipi decays''

Bayesian Statistics at Work: the Troublesome Extraction of the CKM Phase alpha

CP Violation and the CKM Matrix: Assessing the Impact of the Asymmetric B Factories

Extracting strong phase and $C P$ violation in $D$ decays by using quantum correlations in $ψ (3770) \to D^{0} D^{0} \to (V_{1} V_{2}) (K π)$ and $ψ(3770)\to D^0\overline{D}^0\to (V_1V_2)(V_3V_4)