Papers
Publications from the Ianura Research Initiative are archived on Zenodo.
The Ontology of Constraint: A Post-Platonic Framework for Physical Law as Geometric Memory Corneliu Moisei (2025) Laws are not prescriptive rules but descriptive records of accumulated interaction failures. Models reality as stochastic exploration of a Possibility Space where stable structures emerge through geometric autocorrelation. Provides mathematical formalisation using Kunita stochastic flows and derives a six-point ontological framework. Zenodo (DOI: 10.5281/zenodo.18011259)
Cosmology Through Constraint Geometry: A Zero-Parameter Derivation of Fundamental Constants from Topological First Principles Corneliu Moisei (2025) Derives all physical constants from topology alone with no adjustable parameters. Achieves 0.41% accuracy on the hierarchy ratio, 0.04% on the fine structure constant, and 0.35% on dark energy. Proposes that dark matter and dark energy represent misattributed geometric effects rather than separate phenomena. Zenodo (DOI: 10.5281/zenodo.17844133)
The c = −2 Foundation of Constraint Geometry: Deriving the Cosmic Budget from Logarithmic Conformal Field Theory Corneliu Moisei (2025) Establishes that the Constraint Geometry Framework admits a precise mathematical realisation as a c = −2 Logarithmic Conformal Field Theory (LCFT) embedded in sphere packing geometry. Derives the vacuum lattice structure from a confinement threshold, selecting the Kelvin cell. Predicts dark matter-to-baryon ratio (~5.31–5.34 vs observed ~5.4), Hubble tension (1/12), and chiral asymmetry (1/96) with zero free parameters. Zenodo (DOI: 10.5281/zenodo.17902778)