Book III • Chapter 3
UDEL: The Minimal Postulate
The single falsifiable assumption that rebuilds physics.
A concise, rigorous entry point:
nodes, adjacency, path‑density
and how gravity, QM, relativity, and cosmology
follow from one discrete substrate —
forming UDEL.
Book III • Chapter 4
Core UDEL Mathematics
From concept to formalism: nodes, adjacency, transitions, path‑density.
The mathematical skeleton:
definitions, emergent distance/time,
curvature via path‑density,
relativistic hop limits, discrete action, and conservation.
Book III • Chapter 10
The 4D Lattice and the Origin of Hidden Mass
Δτ-Slicing, Fracture at Genesis, and the Hidden Mass of the Universe.
Explores how higher-dimensional lattice structure gives rise to
apparent missing-mass effects, without invoking exotic particles,
modified gravity, or ad-hoc assumptions.
Book III • Chapter 8
Black Holes Without Singularity
Adjacency Saturation, Δt Divergence, and Information Preservation
Reinterprets black holes as regions of adjacency saturation.
Horizons arise from Δt divergence, singularities are eliminated,
and information is preserved through frozen lattice dynamics.
Book III • Chapter 5
From Path-Density to Newton and Einstein
The Four Pages That End a Century of Confusion
One rule ends the Newton–Einstein divide. Newton is the linear path-density gradient in weak fields. Einstein emerges as self-consistent geometry: conformal metric,
maximum-path geodesics, and field equations via action variation. No manifold,
no singularities, no free parameters — pure combinatorics.