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bootstrap-universe

Computational companions to the papers of the Bootstrap Universe Programme — an independent research programme that derives physical and mathematical structure from a single axiom of self-reference (x = 1 + 1/x → φ), working through the forced consequences to the Poincaré homology sphere S³/2I as the structural shape of spacetime.

Author: Dr. Clifford Keeble, PhD ORCID: 0009-0003-6828-2155 Paper catalogue: Zenodo — all versions Location: Woodbridge, UK

Contents

  • golden-zeta/ — companion to Paper 150 v2.0, The Golden Norm Hears the Dedekind Zeta (DOI). Pre-registered four-test falsification protocol confirming that the Dedekind zeta ζℚ(√5)(s) = ζ(s) · L(s, χ5) has its zeros detectable as statistical minima of a Fejér-weighted Dirichlet sum under the golden-field norm, at z = −22.91 on N = 10,000 Riemann zeros.

  • golden-dirac/ — companion to Paper 191, The Golden Dirac Algebra: Gamma Matrices for S³/2I over ℤ[φ] (DOI). Machine-verified construction; see subdirectory for details.

Further subdirectories will be added as other papers acquire computational companions. Each subdirectory is self-contained and carries its own README explaining scope, reproduction instructions, and the paper it accompanies.

Programme context

Over 170 papers are deposited on Zenodo under permanent DOIs. Every claim is tagged DERIVED, OBSERVED, STRUCTURAL, or CONJECTURED. The work is not yet peer-reviewed — the derivations are open, and the community is invited to test, extend, and claim their share of the ground.

Licence

MIT. See LICENSE.

Correspondence

academia.edu/CliffordKeeble

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Mathematical physics framework deriving all physical constants from the Poincaré homology sphere S³/2I. Zero free parameters. Dr. Clifford Keeble, PhD

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