Unfreezing Time and Mass: Conformal Unification of General Relativity, Quantum Mechanics, and the Standard Model

The deepest obstruction to unifying general relativity and quantum mechanics is usually called the problem of time, but it is equally a problem of space. Quantum mechanics requires a clock and a ruler supplied from outside the system; general relativity makes both part of the dynamical geometry. Quantize the whole universe, and there is no outside left to hold either one. The Conformal Emergent Reality Model (CERM) builds both from the geometry itself. In a reduced homogeneous setting, a curvature variable is canonically conjugate to an internally constructed clock; quantizing the pair realizes a quantum-geometric uncertainty principle. One scalar conformal field responds to local curvature, generates measurable spacetime, and accumulates a curvature-weighted history called Chronos. The framework recovers Einstein gravity, ordinary quantum evolution in physical proper time, and an explicit Standard Model extension with Dirac propagation, fading masses, and a correlated neutrino response. Following the field through an entire aeon extends Penrose's conformal cyclic picture into a finite-scale dynamics: inflation with a natural exit, environment-adaptive dark matter, late acceleration, and completion. The next seed is Weyl-suppressed, with Weyl curvature extremely low and Ricci curvature at its maximum finite seed value, so the new aeon begins in a low-gravitational-entropy state. Completion occurs when remaining mass scales fall below the quantum-geometric uncertainty floor; the conformal field ceases to generate physical scale, and the completed aeon dissolves. Only the boundary seed is carried forward, and where proto-time is analytically continued, physical proper time and physical space do not enter the Virtual Sector. This companion tells the story and states the results. Full geometric derivations and literature context are in Unfreezing Time v1.1 and Fading Mass v1.0. Keywords: Conformal Emergent Reality Model, Problem of Time, Conformal Cyclic Cosmology, Quantum-Geometric Uncertainty Principle, Mass Fading, Standard Model Extension, Omegon Dark Matter, Hubble Tension, Weyl Curvature Hypothesis, Finite-Scale Aonic Completion, CERM, Chronos, QCD matching, Higgs tracking, Dirac equation, Majorana neutrinos