Theoretical modeling demonstrates emergent gravity and objective wavefunction collapse via scalar-tensor fields, highlighting a unified mechanism for quantum state reduction and dark energy.
This paper presents a deterministic scalar-tensor field theory bridging quantum state reduction and emergent gravity via the Law of Probability Inertia. Wavefunction collapse is modeled via a scalar field Φ_P coupled to the stress-energy tensor trace (T = T_μ^μ). Using Euclidean instanton path integrals, we resolve UV singularities and enforce CPTP Lindblad dynamics to preserve No-Signaling. The theory incorporates a Chameleon mechanism for dark energy (ρ_Λ ≈ 10^-29 g/cm³) and derives coupling constants (g_P, η) from Bekenstein bounds. Experimental validation via macromolecular interferometry and optomechanics is proposed.
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Hasan Aboud (2026) studied this question.
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