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QM-6: Full Synthesis — From Four Primitives to Quantum Field Theory

Thomas Lee Abshier

Published Jan 1, 2026• 0 citations
Publisher

Abstract

Capstone synthesis: all of quantum mechanics emerges in CPP from four primitives (CPs, DI bits, the 600-cell lattice, the Nexus). The complex DI-bit amplitude evolves by deterministic hopping; the emergent quantum framework is recovered. All of quantum mechanics emerges in Conscious Point Physics from four primitives: Conscious Points (CPs), phase-carrying Displacement Increment (DI) bits, the 600-cell lattice, and the Nexus. The complex DI-bit amplitude _i = \,e^i_i evolves by deterministic hopping, yielding the Schr\"odinger equation in the continuum limit (Paper~2~). Simultaneous propagation along all geodesics gives the discrete Feynman path integral and quantum superposition (Paper~3~). The Nexus maintains non-separable joi

DOI
10.17605/osf.io/34rxz

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Superposition and interference emerge from coherent summation of phase-carrying DI bits propagating along all available geodesics of the 600-cell lattice — the discrete Feynman path integral in CPP. Superposition and interference in Conscious Point Physics emerge from the coherent summation of phase-carrying Displacement Increment (DI) bits propagating simultaneously along all available geodesics of the 600-cell lattice --- the discrete Feynman path integral. Each DI bit emitted from source vertex s accumulates a deterministic geometric phase _k along path k, determined by the DI-bit velocity c = / and the local SSV potential. The total amplitude at detector vertex d is (d) = _k A_0 e^i_k,
The universe we live in is both strange and interesting. This strangeness comes about because, at the most fundamental level, the universe is governed by the laws of quantum mechanics. This is the most spectacularly accurate and powerful theory ever devised, one that has given us insights into many aspects of the world, from the structure of matter to the meaning of information. This textbook provides a comprehensive account of all things quantum. It starts by introducing the wavefunction and its interpretation as an ephemeral wave of complex probability, before delving into the mathematical formalism of quantum mechanics and exploring its diverse applications, from atomic physics and scattering, to quantum computing. Designed to be accessible, this volume is suitable for both students and researchers, beginning with the basics before progressing to more advanced topics.
Derivation of the time-dependent Schrödinger equation from phase-carrying DI-bit hopping on the 600-cell lattice. Each DI bit carries a complex amplitude at each Grid Point; the equation emerges from the hopping dynamics. The time-dependent Schr\"odinger equation is derived in Conscious Point Physics from the hopping of phase-carrying Displacement Increment (DI) bits on the 600-cell lattice. Each DI bit carries a complex amplitude _i = \,e^i_i at each Grid Point, where _i is the DI-bit number density and _i is the geometric phase accumulated at velocity c = /. The discrete evolution over one Absolute Moment tick involves a complex hopping Hamiltonian with off-diagonal amplitude T = ^2/(4m s^2), derived from the D
Derivation of Bell inequality violation in CPP via non-separable Nexus states between spin-1/2 CP aggregates in singlet states; phase encoding via ZBW helix structure. We derive quantum entanglement and Bell inequality violation in Conscious Point Physics from first principles. A spin-12 CP aggregate carries a two-component DI-bit state whose phase encodes the spin direction via the ZBW helix (companion~C4~). When two such aggregates are created in a total-spin-zero state, their joint DI-bit state is non-separable: it cannot be written as a product of independent single-particle states (Theorem~). The Nexus maintains this joint state globally at each Absolute