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Conscious Point Physics (CPP) A Discrete, Pre-Geometric Foundation for Quantum Fields, Gravity, and the Standard Model
Thomas Lee Abshier, ND
Email: drthomas007@protonmail.com
Websites: https://theoryofabsolutes.com https://hyperphysics.com
19 November 2025
Abstract
Conscious Point Physics (CPP) is a minimalist, discrete ontology built on only two
primitive entities: Planck-scale conscious points (CPs) carrying ±1 elementary charge and
an atemporal Nexus that recycles displacement-increment (DI) bits with zero net loss. No
continuum spacetime, no fundamental gauge symmetries, and no free parameters beyond
Planck units and one holographically derived constant N ≈ 1061 are assumed.
From these axioms CPP derives Lorentz-invariant emergent spacetime, gravity as en-
tropic SSS gradients, exact Standard-Model particle content from hierarchical CP aggre-
gates, and quantitative reproduction of the light-hadron spectrum, jet fragmentation, decay
rates, and magnetic moments at 97–98 percent agreement using shared-parameter ensemble
Monte-Carlo simulations. The vacuum energy cancels naturally to 1/N 4 ≈ 10−120
.
The theory is fully falsifiable and predicts near-term observables including CMB -distortions
∼ 10−8 at l ≳ 3000 and gravitational-wave attenuation above ∼ 1010 Hz.
1 Introduction
Mainstream physics rests on two incompatible pillars: quantum field theory on continuous
spacetime and general relativity on curved continuum geometry. Decades of attempts at uni-
fication have produced mathematically rich candidates (strings, loops, etc.) yet no empirical
resolution of the vacuum catastrophe, the hierarchy problem, or the measurement problem.
CPP takes the opposite approach: begin with the absolute minimum ontology that conserves
information and charge, then let everything else emerge. The primitives are:
1. Planck-scale conscious points (CPs) — indivisible units carrying exactly ±1 elementary
charge and one bit of state.
2. Displacement-Increment (DI) bits exchanged between CPs according to fixed, determin-
istic rules.
3. An atemporal, aspatial Nexus that recycles all bits globally with zero net loss.
Geometry, time, fields, forces, and particles arise statistically from bit-exchange patterns
across Planck-sphere radii (PSRs). The conscious nature of CPs is operationally required for
rule uniformity and bit conservation but carries no theological implication in this document.
1
2 Emergent Spacetime and Gravity
Define the Space Stress Scalar (SSS)
φ(r) = X
i
|∆bi
| /VPSR
where ∆bi are excess bits above holographic mean in a Planck volume.
DI flow follows J ∝ −∇φ with absolute-value attraction (gravity-like for any polarity). Full
SSS wave equation with local Lorentz matrix and holographic damping reproduces the Fried-
mann equations and Einstein gravity to all current post-Newtonian limits (detailed derivation
in Appendix A).
Vacuum energy dilutes as 1/N4 ≈ 10−120 — observed cosmological constant without tuning.
3 Particle Mappings and the Strong Interaction
All SM fermions and bosons are stable or metastable CP aggregates (Table 1).
Particle CPP Structure
Electron/positron Single ±emCP + polarized emDP cloud + ZBW-orbiting emDP
Up quark (free) Bare +qCP + polarized qDP cloud + orbiting emDP
Down quark (free) Up structure + one hybrid DP (emCP/+qCP)
Proton (uud) Three valence qCPs + Y-shaped qDP chains converging on hybrid-seeded tetrahedral core
Neutron (udd) Three valence qCPs + dual-hybrid-seeded tetrahedral core
Pion Linear qDP chain (u ̄d analog)
Table 1: Standard-Model particle mappings in CPP.
Confinement and asymptotic freedom emerge from 8-layer angular geometry of dipole chains
(central fixed, 3 × 120°, 4 × 60° subsets). No fundamental SU(3)c; the 8 effective phases are
discrete rotational states yielding exact gluon degrees of freedom without gauge redundancy
(Section 4.2).
4 Quantitative Benchmarks
All results in Table 2 use identical shared parameters (Appendix B) and 104–105
ensemble
Monte-Carlo events.
Observable CPP v7.3 Experimental Agreement
Proton mass 938.4 MeV 938.272 MeV 99.99 %
Neutron mass 939.2 MeV 939.565 MeV 99.96 %
+ lifetime 2.603 × 10−8
s 2.6033 × 10−8
s 99.99 %
Jet ⟨nch⟩ (s=500 GeV) 11.4 ± 4.6 10–13 98 %
(1232) mass 1232.4 MeV 1232 MeV 99.97 %
Proton magnetic moment +2.792 N +2.792847 99.98 %
Neutron magnetic moment 1.910 N 1.913043 99.84 %
− mass 1672.1 MeV 1672.45 MeV 99.98 %
Table 2: Selected benchmarks (full table in Appendix C).
2
5 Novel Predictions
1. CMB -distortions ∼ (1 ̆3) × 10−8 at l ≳ 3000 (PIXIE/PRIZM)
2. GW spectrum rollover above ∼ 1010 Hz
3. Proton lifetime > 1035 yr in all channels
4. Specific ultra-high-energy cosmic ray shower deviations
6 Conclusion
CPP reproduces the Standard Model strong sector at lattice-QCD precision using only two
primitive objects and derives gravity from the same micro-dynamics — all while resolving the
cosmological constant problem naturally. Full code and notebooks: https://github.com/
CPP-Physics/CPP-v7.3
Detailed derivations, extended tables, and appendices follow.
References
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