scalar-tensor

Temporal Equivalence Principle: The Dirac Limit of Dynamical Proper Time — Recovery of the Klein–Gordon and Dirac equations as the screened flat-frame tangent limit of dynamical proper-time phase transport, single-sheeted orientation-conjugate antiparticle ontology, and two-branch atom-interferometry falsifiability bounds.

Scalar-tensor theory analysis for FTL - Testing Brans-Dicke, Horndeski, DHOST theories under ANEC+QI constraints

# LQG First-Principles Gravitational Constant (Research-stage)

Temporal Equivalence Principle: Native hi_class Conformal Implementation, Linear Perturbation Closure, and CMB Acoustic Peak Preservation — Kinetically screened perturbation closure (Z_E≳700, σ₈=0.824), full Planck+BAO+Pantheon+ MCMC (ε_T<0.0087), zero-parameter baryon clock-slope ω_φ=0.11816 (0.02σ), and CDM-free CMB lensing (χ²=13.40).

Temporal Equivalence Principle: Dynamical Proper Time and the Illusion of Primordial Deuterium — Spectroscopic deuterium identifiability (Student-t, N=1,000 injections, p=0.001), parameter-free KODIAQ Lyman-limit recombination front (z_pred=1077.9 vs 1080.0), and VMO stellar-yield equilibrium (Y_eq=0.2470, D/H=2.53×10⁻⁵).

Temporal Equivalence Principle: A Covariant Alternative to Cosmic Expansion — Cosmological redshift as conformal proper-time transport on static space: Pantheon+ prior-sensitivity grid (BF≈5.8 at z_los=5), per-sightline environmental gating (p=0.036), SN Ia luminosity-drift bound (ε<0.150 at 3σ), and Cobaya acoustic MCMC.