Bounds on \sin 2βand |V_{ub}/V_{cb}| from the Light-Quark Triangle
arXiv:hep-ph/0102295 · doi:10.1016/S0370-2693(01)00390-2
Abstract
With the help of the light-quark triangle, which is essentially congruent to the rescaled unitarity triangle for a variety of textures of the quark mass matrices, we calculate the CP-violating quantity \sin 2βand the ratio of |V_{ub}| to |V_{cb}|. We find that \sin 2βis most likely to lie in the range 0.45 \leq \sin 2β\leq 0.60, a result compatible very well with the present BaBar and Belle measurements. On the other hand, |V_{ub}/V_{cb}| \geq 0.8 is disfavored. Our bounds on both \sin 2βand |V_{ub}/V_{cb}| can soon be confronted with more precise data to be accumulated from the asymmetric B-meson factories.
LaTex 8 pages with 4 figures. A misquotation corrected. The acknowledgements changed
Cited by in corpus (14)
- CP Violation in the B System and Relations to Decays
- Complete Parameter Space of Quark Mass Matrices with Four Texture Zeros
- Texture 4 zero Fritzsch-like lepton mass matrices
- Bounds on the Unitarity Triangle, and Decays in Models with Minimal Flavour Violation
- Lepton Mass Matrices with Four Texture Zeros
- On the four-zero texture of quark mass matrices and its stability
- Quark Mass Textures and sin 2 beta
- Lepton Mass Hierarchy and Neutrino Mixing
- Non-Factorizable Phases, Yukawa Textures and the Size of sin (2 beta)
- Relating the neutrino mixing angles to a lepton mass hierarchy
- Real and Imaginary Elements of Fermion Mass Matrices
- Reconstruction of Quark Mass Matrices with Weak Basis Texture Zeroes from Experimental Input
- Patterns in the Fermion Mixing Matrix, a bottom-up approach
- Relating Lepton Mixing Angles with Lepton Mass Hierarchy