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HGUT
Harrison Grand
Unified Theory
Current ResearchStrong and Weak Interaction Development
03Manuscript Development

Strong and Weak Interaction Development

Developing HGUT’s topological account of strong linking, weak transformation, baryon identity, and particle decay.

Programme Overview

What This Research Is Doing

This program investigates whether the phenomena described by strong and weak interactions can emerge from distinct topological mechanisms within the Harrison-Knot substrate. Strong behavior is associated with robust linking and confined internal structure, while weak behavior is associated with permitted core transformation and identity change.

Immediate Milestone

Next Research Gate

Complete the target-space and matter-geometry analysis required before proton, neutron, and baryon claims can be fully derived.

Active Objectives

Current Research Goals

1

Formalize the strong-linking mechanism.

2

Define the weak core-transformation mechanism.

3

Preserve the Strong-A and Strong-B conceptual firewall.

4

Derive baryon-number-like topological identity.

5

Explain proton stability.

6

Model neutron transformation and decay.

7

Determine the physical status of gluons and weak mediators.

8

Recover observed interaction phenomenology.

Evidence Trail

What Has Been Established So Far

This ledger records the mathematical, computational, conceptual, and numerical work already completed within this programme.

Strong linking and weak core-unwinding have been separated conceptually.

Baryon identity has been framed as a topological quantity.

Proton stability and neutron transformation have been identified as dependent gates.

The particle-spectrum program has been organized around Harrison-Knot families.

Volume X manuscript development has begun.

The status of gluons has been reframed as an empirical reconstruction problem rather than an ontological assumption.

Shared Mathematical Foundation

This programme works from the HGUT field equations.

The master Lagrangian and baseline displacement, phase, interaction, and conservation equations are already established. The work on this page concerns solving, validating, extending, and testing their consequences in this specific physical sector.

Active Research

Follow, test, or challenge the programme.

Successful derivations, failed simulations, replications, corrections, and falsifying evidence all belong in the evidence trail.