The provided text outlines a conceptual and philosophical framework titled **"The KnoWellian Universe (Version 4. 0) "** (authored under the pseudonym David Noel Lynch / ~3K). The work proposes an alternative model of cosmology and fundamental physics termed **"Procedural Ontology. "** Rather than viewing the universe through the lens of continuous spacetime manifolds and static geometric primitives, the text conceptualizes physical reality as an ongoing, discrete computational process (termed the "Abraxian Engine") operating at the Planck scale. Key structural and thematic components of the manuscript include: 1. **Procedural Ontology and Discrete Geometry: ** The framework critiques standard continuous models of spacetime (the "Block Universe" and zero-dimensional point particles), proposing instead a discrete minimum spatial volume termed the 1 1 1 "Event-Point" operating on a pentagonal "Cairo Q-Lattice. "2. **Algebraic and Lie Group Symmetries: ** The model incorporates exceptional Lie algebras (E₆ and E₈), attempting to connect the 27-dimensional Albert algebra, string-theoretic dimensional anomalies, and particle generations to geometric and perspectival degrees of freedom. 3. **Harmonic and Topological Analogies: ** Drawing from knot theory (specifically the (3, 2) torus knot) and classical Pythagorean tuning ratios (such as the 3: 2 perfect fifth and the Pythagorean comma), the text maps acoustic principles and resonant frequencies to physical constants and cosmic scales. 4. **Philosophical and Metaphysical Synthesis: ** The manuscript addresses foundational physics puzzles (such as the nature of time, dark matter, dark energy, and the interpretation of quantum mechanics) alongside classical mathematical challenges (the Clay Millennium Prize Problems), framing them as interrelated consequences of continuous mathematical assumptions rather than separate physical mysteries. --- ### Keywords Procedural ontology, KnoWellian Universe Theory, Abraxian Engine, Cairo Q-Lattice, Event-Point, Ternary Time, (3, 2) torus knot, trefoil soliton, KnoWellian Offset, exceptional Lie groups, E6 Lie algebra, E8 Lie algebra, Albert algebra, Jordan algebra, dual dialectic, three-body problem, celestial mechanics, braid group B3, acoustic topology, Pythagorean tuning, perfect fifth, Pythagorean comma, 432 Hz resonance, harmonic octave, cosmic octave, relativistic reflux, pilot-wave hydrodynamics, walking droplets, Bohmian mechanics, quantum foundations, Orch-OR theory, Shimmer equation, free will, Millennium Prize Problems, Navier-Stokes smoothness, Yang-Mills mass gap, Riemann Hypothesis, P vs NP, Birch and Swinnerton-Dyer conjecture, Hodge conjecture, Poincaré conjecture, process philosophy.
David Noel Lynch (2026) studied this question.
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