Jarlskog determinant and data on flavor matrices

The essences of the weak CP violation, the quark and lepton Jarlskog invariants, are determined toward future model buildings beyond the Standard Model (SM). The equivalence of two calculations of Jarlskog invariants gives a bound on the CP phase in some parametrization. Satisfying the unitarity condition, we obtain the CKM and MNS matrices from the experimental data, and present the results in matrix forms. The Jarlskog determinant $J^q$ in the quark sector is found to be $\sim 3.11\times {10}^{-5}\mathrm{\mid }\sin \text{delks}\mathrm{\mid }$ while $J^{\mathrm{\ell }}$ in the leptonic sector is $\sim 2.96\times {10}^{-2}\mathrm{\mid }\sin \text{delksl}\mathrm{\mid }$ in the normal hierarchy parametrization.