5 papers
Rephasing invariant CP phases and sum rules in TM mixing
Masaki J. S. Yang
We show that the CP phases appearing in the TM mixing are directly identified with rephasing invariants $Ï_{1} = - \arg \left[ { U_{e2} U_{e3} U_{μ1} U_{Ï1} /…
Rephasing invariant structure of CP phase for simplified mixing matrices in Fritzsch--Xing parametrization
Masaki J. S. Yang
In this paper, we construct an explicit rephasing transformation that converts an arbitrary unitary mixing matrix into the Fritzsch--Xing (FX) parametrization, which is obtained by…
Explicit rephasing to Kobayashi-Maskawa representation and fundamental phase structure of CP violation
Masaki J. S. Yang
In this letter, we construct an explicit rephasing transformation that converts an arbitrary unitary matrix into the Kobayashi--Maskawa (KM) parameterization and identify all indep…
Rephasing invariant structure of Dirac CP phase and basis independent reduction of unitarity constraints for mixing matrices
Masaki J. S. Yang
In this paper, we explore rephasing invariant structures of the Dirac CP phase under an approximation , where the 1-3 element of the diagonalization of charged…
Explicit rephasing transformation of four-generation mixing matrix and formulae for CP phases
Masaki J. S. Yang
In this letter, we present an explicit rephasing transformation that maps a general flavor mixing matrix to the standard parametrization of four-generation models. By co…