A Yukawa Coupling often tends to be of the nature, of acting as the Lagrangian-related operation - that is directly associated with an interaction of a metric-gauge-related Hamiltonian operator -- with the holonomic substrate of a group-attractor. Or, a Yukawa Coupling may often tend to be of the nature, of acting as the Lagrangian-related operation -- that is directly associated with an interaction of a metric-gauge-related Hamiltonian operator -- with the holonomic substrate of a ghost-inhibitor. A group-attractor tends to work to help at amplifying the kinematic action that is of the Fourier Transformation, that is of the directly corresponding Hamiltonian operator, that is here to be interacting in a Yukawa-related nature with the said group-attractor. Furthermore, a ghost-inhibitor tends to work to help at attenuating the kinematic action that is of the Fourier Transformation, that is of the directly corresponding Hamiltonian operator, that is here to be interacting in a Yukawa-related nature with the said ghost-inhibitor.
I will continue with the suspense later! To Be Continued! Sincerely, Samuel David Roach.
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