YasudaK Multiplicative Factor Method of Temporal Quark Contributions

We present the YasudaK Method, a transformative framework for understanding the temporal stability of subatomic particles, including protons, neutrons, and mesons. This method employs "Temporal Multiplicative Factors" to model the interplay between rotational and propagative quark fluxes and gluonic contributions, accurately predicting particle lifetimes with unparalleled precision. A key innovation is the discovery that Up quarks exhibit counter-rotational fluxes opposing the universal material flow, while Down quarks align with it—creating a dynamic stabilizing mechanism for nuclear and atomic systems. The YasudaK Method achieves perfect alignment with experimental values, such as the proton's predicted lifetime of 10^34 years and the neutral pion's lifetime of 2.66 x 10^−24 years. By unveiling the relativistic flow contributions to particle stability, this groundbreaking model offers a new paradigm for quantum time regulation, marking a pivotal advance in particle physics.