Standard Model fit
The CKM matrix
\[V_{CKM}= \begin{pmatrix}
(0.97431 \pm 0.00017) & (0.2251 \pm 0.0007) & (0.00370 \pm 0.00008)e^{i(-65.3 \pm 1.3)^\circ}\\\\
( -0.2250 \pm 0.0007)e^{i(-179.9651 \pm 0.0008)^\circ} & (0.97345 \pm 0.00017)e^{i(-0.001866 \pm 0.000045)^\circ} & (0.04194 \pm 0.00041) \\\\
( 0.00858 \pm 0.00010)e^{i(-22.37 \pm 0.57)^\circ} & (-0.04121 \pm 0.00040)e^{i(-178.951 \pm 0.027)^\circ} & (0.999113 \pm 0.000017)
\end{pmatrix} \]
Fit results
Predictions are obtained by removing the given constraint from the global fit.
| Parameter |
Input value |
Full fit |
SM Prediction |
Pull |
| \(\bar{\rho}\) |
\(-\) |
\(0.160 \pm 0.009\) |
\(-\) |
\(-\) |
| \(\bar{\eta}\) |
\(-\) |
\(0.346 \pm 0.009\) |
\(-\) |
\(-\) |
| \(\rho\) |
\(-\) |
\(0.164 \pm 0.009\) |
\(-\) |
\(-\) |
| \(\eta\) |
\(-\) |
\(0.355 \pm 0.009\) |
\(-\) |
\(-\) |
| \(A\) |
\(-\) |
\(0.828 \pm 0.010\) |
\(-\) |
\(-\) |
| \(\lambda\) |
\(-\) |
\(0.2251 \pm 0.0008\) |
\(-\) |
\(-\) |
| \(J_{cp}\cdot10^{5}\) |
\(-\) |
\(3.09 \pm 0.07\) |
\(-\) |
\(-\) |
| \(\sin\theta_{12}\) |
\(-\) |
\(0.2251 \pm 0.0008\) |
\(-\) |
\(-\) |
| \(\sin\theta_{23}\) |
\(-\) |
\(0.04193 \pm 0.00041\) |
\(-\) |
\(-\) |
| \(\sin\theta_{13}\) |
\(-\) |
\(0.00370 \pm 0.00008\) |
\(-\) |
\(-\) |
| \(\delta [^{\circ}]\) |
\(-\) |
\(1.139 \pm 0.023\) |
\(-\) |
\(-\) |
| \(\|V_{ud}\|\) |
\(0.97433 \pm 0.00017\) |
\(0.97431 \pm 0.00017\) |
\(0.9737 \pm 0.0011\) |
\(0.6\) |
| \(\|V_{ub}\|\) |
\(0.00375 \pm 0.00026\) |
\(0.003702 \pm 0.000081\) |
\(0.003696 \pm 0.000087\) |
\(0.2\) |
| \(\|V_{cb}\|\) |
\(0.04132 \pm 0.00073\) |
\(0.04194 \pm 0.00041\) |
\(0.04221 \pm 0.00051\) |
\(1.0\) |
| \(\gamma [^{\circ}]\) |
\(65.4 \pm 3.3\) |
\(65.1 \pm 1.3\) |
\(65.2 \pm 1.5\) |
\(0.1\) |
| \(\alpha [^{\circ}]\) |
\(93.8 \pm 4.5\) |
\(92.4 \pm 1.4\) |
\(92.3 \pm 1.5\) |
\(0.3\) |
| \(\beta [^{\circ}]\) |
\(-\) |
\(22.4 \pm 0.6\) |
\(23.9 \pm 1.2\) |
\(-\) |
| \(\sin(2\beta)\) |
\(0.689 \pm 0.019\) |
\(0.705 \pm 0.014\) |
\(0.739 \pm 0.027\) |
\(1.5\) |
| \(\cos(2\beta)\) |
\(-\) |
\(-\) |
\(0.709 \pm 0.014\) |
\(-\) |
| \(2\beta+\gamma [^{\circ}]\) |
\(-\) |
\(-\) |
\(110.1 \pm 1.7\) |
\(-\) |
| \(\phi_s\) |
\(-\) |
\(-\) |
\(-0.0367 \pm 0.0010\) |
\(-\) |
| \(m_{c}\mathrm{ [GeV/c^{2}]}\) |
\(1.2917 \pm 0.0048\) |
\(-\) |
\(-\) |
\(-\) |
| \(m_{b}\mathrm{ [GeV/c^{2}]}\) |
\(4.196 \pm 0.014\) |
\(-\) |
\(-\) |
\(-\) |
| \(m_{t}\mathrm{ [GeV/c^{2}]}\) |
\(171.79 \pm 0.38\) |
\(-\) |
\(-\) |
\(-\) |
| \(\|\epsilon\|\) |
\(0.002228 \pm 0.000011\) |
\(0.002227 \pm 0.000014\) |
\(0.00200 \pm 0.00014\) |
\(1.6\) |
| \(\epsilon^{\prime}/\epsilon\) |
\(0.00166 \pm 0.00033\) |
\(0.00161 \pm 0.00028\) |
\(0.00146 \pm 0 .00045\) |
\(0.3\) |
| \(\Delta m_{s} \mathrm{[ps^{-1}]}\) |
\(17.741 \pm 0.020\) |
\(17.741 \pm 0.020\) |
\(17.89 \pm 0.65\) |
\(0.2\) |
| \(\Delta m_{d} \mathrm{[ps^{-1}]}\) |
\(0.5065 \pm 0.0019\) |
\(0.5067 \pm 0.0020\) |
\(0.519 \pm 0.022\) |
\(0.6\) |
| \(B(B\rightarrow\tau\nu) \cdot 10^{4}\) |
\(1.06 \pm 0.19\) |
\(0.872 \pm 0.041\) |
\(0.865 \pm 0.041\) |
\(1.0\) |
| \(\bar {B}(B_{s}\rightarrow ll)\cdot 10^{9}\) |
\(3.41 \pm 0.29\) |
\(3.44 \pm 0.12\) |
\(3.45 \pm 0.13\) |
\(0.1\) |
Fit Results on the \(\bar{ \rho } - \bar{ \eta }\) complex plane
| Full fit result for \(\bar{\rho} - \bar{\eta}\) |
Angles-only result for \(\bar{\rho} - \bar{\eta}\) |
 |
 |
| EPS - PDF - PNG - JPG - GIF |
EPS - PDF - PNG - JPG - GIF |
| Sides-only result for \(\bar{\rho} - \bar{\eta}\) |
Tree-only result for \(\bar{\rho} - \bar{\eta}\) |
 |
 |
| EPS - PDF - PNG - JPG - GIF |
EPS - PDF - PNG - JPG - GIF |
Selection of Probability Density plots for input values, posterior values, predictions and pulls
