ΔΦ CONTINUITY LAW v3.2 – Collapse Illusion, Inertial Anchoring, and the Electrostatic Geometry of Dark Matter
ΔΦ CONTINUITY LAW v3.2 – Collapse Illusion, Inertial Anchoring, and the Electrostatic Geometry of Dark Matter
This Version 3.2 of the ΔΦ Continuity Law fuses the post-field reinterpretation of stillness, inertia, and collapse illusion with a falsifiable electrostatic model of dark matter. Using ΔΦ = ρ × v and the Jᵐ formalism, the paper defines gravitational retention as a field-based memory geometry rather than hidden mass. Predicts testable collapse echo zones, galactic halo scaffolds, and inertial drag asymmetries. A public-safe, non-theological, Nobel-tier entry for the Mitchellian Continuity Framework.
ΔΦ Continuity, Mitchell Equation, dark matter geometry, field collapse, electrostatic inertia, Jᵐ tension current, ΔΦ retention zones, falsifiable gravitational theory, Newtonian post-field dynamics, field scaffolding, unification theory, non-radiative electrostatics, Mitchellian Framework
ΔΦ Continuity, Mitchell Equation, dark matter geometry, field collapse, electrostatic inertia, Jᵐ tension current, ΔΦ retention zones, falsifiable gravitational theory, Newtonian post-field dynamics, field scaffolding, unification theory, non-radiative electrostatics, Mitchellian Framework
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