Quantum Gravity Resolved: The Compton Clock and the Dipole-Wave Resolution of the Singularity

Abstract The dipole-wave framework proposes that all fundamental particles are point-like entities with oscillating dipole moments that radiate real guiding waves into three-dimensional space. The oscillation frequency of a massive particle is the Compton frequency, ω₀ = mc²/ℏ. This paper argues that the Compton oscillation constitutes the particle's internal clock, and that gravity slows this clock by the gravitational Lorentz factor, exactly as it slows any clock. At a singularity, the clock stops. The particle enters a timeless state in which time does not pass, but its information is preserved. When gravity decreases, the oscillation resumes, and the particle continues from the same state. This resolves three problems without invoking quantum gravity: the problem of time, the black hole information paradox, and the singularity. Quantum gravity is resolved because quantum mechanics and gravity are already connected through the Compton clock. The framework changes the interpretation of quantum mechanics and relativity, but not their predictions.