Glass Viscosity Curvature from Constraint-Driven Actualization: A Physical Parity with the Vogel-Fulcher-Tammann Relation
The 100-year old VFT mystery resolved

Dynamic Present Theory I: Foundations of Continuous Present Actualization
Unifying Quantum Mechanics and General Relativity

An Optical Conformal Approach to the Hubble Tension

This work introduces an achromatic, isotropic optical conformal factor Ω(a) = 1 + κa^{4.5} as a late-time present-lens correction to electromagnetic distance indicators. The exponent γ = 4.5 is derived within the adopted scaling framework from a thermodynamic entropy scaling relation, not fitted to cosmological data. The correction is applied to supernova luminosity distances and transverse BAO distances (D_M/r_s); radial BAO distances (D_H/r_s), cosmic chronometers, and the background expansion history H(z) are not corrected.

Joint fits to 1701 Pantheon+ supernovae, six DESI DR1 BAO bins, and 32 cosmic chronometer H(z) measurements yield Δχ² = 161.44 over ΛCDM for one additional parameter, with H₀ = 70.0 ± 1.6 km/s/Mpc, Ω_m = 0.280, and r_s = 148.1 Mpc. The model outperforms w₀wₐCDM (ΔBIC = 18.82) with fewer free parameters. Mock calibration (N=1000) yields p < 10⁻³. MCMC posteriors confirm unimodal, well-converged parameter estimates.

Constraint-Guided Coherence in LLM Output
AI’s too: Coherence under Constraint