Matter and Particle Closure
Classify the stable and transient products permitted by Harrison-Knot topology and Great Collision debris, then recover the observed particle, interaction, mass, and decay spectrum.
The Problem
HGUT proposes that matter consists of individual Harrison-Knot species and that the Great Collision generated or organized the structures from which the later particle spectrum emerged. The open task is to derive a complete classification of stable species, composites, collective modes, resonances, interactions, and decay pathways, and to determine which Standard Model descriptions survive as fundamental, effective, or emergent.
Scientific Importance
This is the broadest test of the one-constituent ontology. HGUT must reproduce the empirical structure currently organized by particle physics while making clear and falsifiable predictions where its ontology differs.
Progress Ledger
The electron has a specific Q=1 Hopf-type candidate sector.
Proton, neutron, and broader baryon identities have been framed as topological problems.
The program is explicitly skeptical of treating every Standard Model mediator as fundamental.
A complete collision-debris classification, mass spectrum, interaction map, and decay network has not yet been derived.
Pass-or-Fail Structure
Every gate must be addressed before this problem can be considered closed. Partial success does not establish the complete identification.
Enumerate admissible stable knots, links, composites, orientations, and collective excitations.
Show which candidate species can actually arise from Great Collision dynamics.
Derive charge, spin, parity, handedness, and conserved species labels.
Derive particle masses and generation structure from one consistent parameter set.
Recover electromagnetic, weak, strong, and gravitational phenomenology from the substrate.
Determine whether gluons are fundamental structures, confined collective modes, effective variables, or unnecessary ontology while reproducing the phenomena attributed to them.
Derive allowed channels, lifetimes, branching structure, and selection rules.
Explain why excluded stable species do not appear and identify any novel states HGUT predicts.
Definition of Success
This problem closes only when the following conditions are satisfied together.
The admissible Harrison-Knot family is classified mathematically.
Stable, metastable, and unstable sectors are distinguished by explicit dynamics.
Observed particle quantum numbers and masses emerge from a unified parameter set.
Known scattering, binding, and decay phenomena are recovered in the appropriate regime.
The physical status of effective Standard Model fields, including gluons, is stated and tested.
The theory explains absent states and makes quantitative novel predictions.
Electron, proton, neutron, and light-sector identifications fit inside one consistent spectrum.
Prerequisites
Open Collaboration
Connected Research
Matter and Particle Closure
Determine whether a stable, charged, finite-energy Q=1 Hopf-type Harrison Knot reproduces the complete physical identity of the electron.
Matter and Particle Closure
Identify the proton's topological sector and derive its charge, mass, spin, stability, size, magnetic moment, and effective strong-interaction behavior from the HGUT substrate.
Matter and Particle Closure
Derive the neutron as a neutral massive topological structure and explain its spin, magnetic moment, free decay, nuclear stability, and relation to the proton.
Cosmology
Simulate the collision of the pre-universe structures and determine whether the event produced a rebound, complete merger, partial merger, fragmentation, or another outcome.
The Question Remains Open
Successful arguments, failed attempts, independent simulations, corrections, and falsifying evidence all move the research program forward.
