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Il Nuovo cimento della Società italiana di fisica. B/Il Nuovo cimento B

Completion of the proof of the Pauli exclusion principle from a self-consistent field theory of electrodynamics

Mendel Sachs

Published Apr 1, 1978• 2 citations
Publisher
DOI
10.1007/bf02726794

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Quantum Graph Emergent Field Theory (QGEFT) Part II: Topological Entanglement, Information Chirality, and the Pauli Exclusion Principle as a Data Collision Avoidance Mechanism

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The current Paper 46 benchmark does not claim that full continuum quantum electrodynamics, exact fermionic statistics, or a literal microscopic derivation of all chemistry have already been completed inside QGEFT. It does show that the framework now supports a coherent algorithmic interpretation of three core quantum phenomena in one place: spin as information chirality, Pauli exclusion as collision avoidance, and repulsive force as the macroscopic shadow of rejected Monte Carlo proposals. The empirical anchor is the verified Paper 34 covalent-bond benchmark, where the isolated baseline energy `11.6759` drops into a bond minimum `9.5200` at `d ≈ 1.0` and then rises sharply to `14.9835` at `d = 0.8` and `52.0309` at `d = 0.6`. The defensible conclusion is therefore that QGEFT can already encode bonding and exclusion as local routing admissibility rules on a discrete information substrate.

•Jun 3, 2026•0 citations

Pauli’s Exclusion Principle (1925)

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Abstract The exclusion principle is one of the most far-reaching theorems in physics. In a telegram to the Nobel committee, quoted in [1], Einstein wrote: ‘Nominate Wolfgang Pauli for physics prize stop his contributions to modern quantum theory consisting of so-called Pauli or exclusion principle became fundamental part of modern physics being independent from other basic axioms of that theory stop Albert Einstein.’ It is interesting to note that quantum mechanics, the theory Einstein alluded to, was formulated a little after the Pauli principle.

•Apr 22, 1992•0 citations
The current Paper 46 benchmark does not claim that full continuum quantum electrodynamics, exact fermionic statistics, or a literal microscopic derivation of all chemistry have already been completed inside QGEFT. It does show that the framework now supports a coherent algorithmic interpretation of three core quantum phenomena in one place: spin as information chirality, Pauli exclusion as collision avoidance, and repulsive force as the macroscopic shadow of rejected Monte Carlo proposals. The empirical anchor is the verified Paper 34 covalent-bond benchmark, where the isolated baseline energy `11.6759` drops into a bond minimum `9.5200` at `d ≈ 1.0` and then rises sharply to `14.9835` at `d = 0.8` and `52.0309` at `d = 0.6`. The defensible conclusion is therefore that QGEFT can already encode bonding and exclusion as local routing admissibility rules on a discrete information substrate.
Abstract The exclusion principle is one of the most far-reaching theorems in physics. In a telegram to the Nobel committee, quoted in [1], Einstein wrote: ‘Nominate Wolfgang Pauli for physics prize stop his contributions to modern quantum theory consisting of so-called Pauli or exclusion principle became fundamental part of modern physics being independent from other basic axioms of that theory stop Albert Einstein.’ It is interesting to note that quantum mechanics, the theory Einstein alluded to, was formulated a little after the Pauli principle.