Gravity & General Relativity from Discrete Primitives
Newtonian gravity, Schwarzschild & Kerr metrics, and quantum gravity phase noise all emerge from DI-bit vector summation on the 600-cell lattice—without spacetime curvature, tensors, or free parameters.
Overview
The CPP Gravity Series demonstrates how all gravitational phenomena emerge from purely discrete primitives. Conscious Points imprint displacement-increment (DI) bits at Grid Points, propagating vector sums that displace masses via Space Stress Scalar (SSS) gradients. The absolute component (aSSS) produces universal gravitation with natural 1/r² dilution from spherical spread.
Key achievements include deriving the gravitational constant G to 99.99% CODATA agreement, reproducing all classical GR tests (perihelion precession, light deflection, Shapiro delay, frame-dragging), naturally solving the vacuum energy problem (Λ ~ 10-120), and predicting a unique golden-ratio phase noise spectrum testable by LIGO/LISA in the 2030–2040 window.
The Papers
Falsifiable Predictions
The CPP gravity framework makes specific, testable predictions distinguishable from General Relativity and competing quantum gravity approaches:
- CMB μ-distortions ~ 10-8 at ℓ > 3000 (within LiteBIRD sensitivity)
- High-frequency gravitational wave cutoff > 1010 Hz from discrete lattice structure
- 1.8% golden-ratio phase noise modulation detectable by LIGO O5 and LISA (2030–2040)
- No singularities — event horizons appear as saturation gradients with information preservation
Related Series
CPP-001a
Foundations of CPP — Overview with full quantitative benchmark table
CPP-001b
Pre-Geometric Foundations & Strong Sector with hadron spectrum
CPP-014
Experimental Timeline — Eight predictions including GW phase noise
CPP-002
Electroweak Series — W/Z/Higgs mass derivations from lattice geometry
CPP-041
Quantum Mechanics Series — Wavefunction collapse & measurement