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Predictions for the unitarity triangle angles in a new parametrization

机译:新参数化中的统一性三角形角度的预测

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A new approach to the parametrization of the CKM matrix, V, is considered in which V is written as a linear combination of the unit matrix I and a nondiagonal matrix U which causes inter-generational-mixing, that is V = cos theta I + i sin theta U. Such a V depends on three real parameters including the parameter theta. It is interesting that a value of theta = pi/4 is required to fit the available data on the CKM-matrix including CP-violation. Predictions of this fit for the angles alpha, beta and gamma for the unitarity triangle corresponding to V11V13* + V21V23* + V31V33* = 0, are given. For theta = pi/4, we obtain alpha = 88.46degrees, beta = 45.046degrees and gamma = 46.5degrees. These values are just about in agreement, within errors, with the present data. It is very interesting that the unitarity triangle is expected to be approximately a right-angle, isosceles triangle. Our prediction sin 20 = 1 is in excellent agreement with the value 0.99 +/- 0.15 +/- 0.05 reported by the Belle collaboration at the Lepton-Photon 2001 meeting. [References: 30]
机译:考虑了对CKM矩阵进行参数化的一种新方法,其中V表示为单位矩阵I和非对角矩阵U的线性组合,这引起世代混合,即V = cos theta I + i sin thetaU。这样的V取决于三个实际参数,包括参数theta。有趣的是,需要theta = pi / 4的值来拟合包括CP违规在内的CKM矩阵上的可用数据。给出了对应于V11V13 * + V21V23 * + V31V33 * = 0的unit三角形的角度α,β和gamma的这种拟合的预测。对于theta = pi / 4,我们获得alpha = 88.46度,beta = 45.046度和gamma = 46.5度。这些值与当前数据几乎一致,但有误差。有趣的是,均匀性三角形有望近似为直角等腰三角形。我们的预测sin 20 = 1与Belle合作在Lepton-Photon 2001会议上报告的值0.99 +/- 0.15 +/- 0.05非常吻合。 [参考:30]

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