To explain something I’ve said before, in kind of an oversimplified manner, as put in layman terms, when motion in static equilibrium, interacts with thought frequency, as taken over a duration of time, this will often tend to form, what people would generally term of, as being “things.” By “things,” I mean Mass-Bearing Stuff! Furthermore; By the way, such an interaction, in order to be able to do this, let alone to be able to do this effectively, needs to be done, in a hermitian manner.
When a phenomenon interacts with inverse thought, in a hermitian manner, this may often tend to work to form a tense, of a metric-gauge incursion. When a phenomenon interacts with inverse frequency, in a hermitian manner, this may often tend to work to form a tense, of a heuristic-gauge incursion. Furthermore; When a phenomenon interacts with inverse thought frequency, in a hermitian manner, this may often tend to work to form a tense, of a heuristic-metric-gauge incursion. So: When motion in static equilibrium, is imparted upon, via a direct coupling, in a hermitian manner, via a heuristic-metric-gauge incursion, as taken over a duration of time, this may often tend to work to form, what people would generally term of, as being "things." -- in terms of mass-bearing stuff. To give one a clue, as to what I mean by "hermitian," in this particular case, is a flush, naturally smooth interaction, with no spurious nor superfluous motion.
The incursion of inverse-thought-related gauge-action, may often tend to spontaneously result, in a pressure-associated Lagrangian-Based Drive. Furthermore; The incursion of inverse-frequency-related gauge-action, may often tend to spontaneously result, in a puncture-associated Lagrangian-Based Drive.
When a Kahler Hamiltonian Topological Manifold, is to become spontaneously charged physically, it will often tend to acquire, an attribute of heuristic-gauge eminence.
When a recalibrated Chern-Simons Invariant gauge-action, is harmonically incurred, it will generally tend to be a particular type of a case scenario, in which the eminently corroborative i*PI(Del) Action, will hereupon spontaneously couple, with the eminently associated, covariant proximal local, co-tangentially flowing kinetic frequency, in so as to form a tense of electrodynamic frequency, of which is tantamount, to physical charge.
Electrodynamic frequency, is a particular case of physical frequency, in which there is here to be an equipoise, between its expressive magnetic field, &, its expressive electric field, — between its discrete energy impedance, &, its discrete energy permittivity, —Or; — between its physical Ward-Cauchy-Related restraint, &, its physical Ward-Cauchy-Related inhibition.
What I meant here, by kinetic frequency, in this particular given case scenario, is the angular flow of incoming Lagrangian-Based motion, that is here to directly interact, with the respective Chern-Simons Invariant gauge-action. This is here to occur this way, when the stated respective gauge-action is re-calibrated. Such gauge-actions, of this particular insinuated genre of phenomenology, are said to be re-calibrated, when the speed and/or the direction, of the eminently corroborative Hamiltonian Topological Manifold of such a given arbitrary case scenario, is to viably alter at all, relative to the motion and existence of electromagnetic energy.
The proximal local spontaneous operational presence of the i*PI(Del)Action, is always going to tend to occur, when the eminently corroborative Chern-Simons Invariant gauge-actions, are also, as well, to be in the general process of being spontaneously re-calibrated, and vice versa.
A Mass-Bearing perturbation into kinetic energy, often tends to be eminently associated, with what may be a particular genus, of a Rayleigh-Based Scattering. Whereas; A Kinetic-Bearing perturbation back into mass, often tends to be eminently associated, with what may be a particular genus, of a Riemann-Based Scattering. A Rayleigh-Based Scattering, often tends to be associated, with a Cevita type of action. Whereas; A Riemann-Based Scattering, often tends to be associated, with a Wess-Zumino type of action.