03Status: OpenFoundational
Matter and Particle Closure
Derive the Neutron and Its Conditional Instability
Derive the neutron as a neutral massive topological structure and explain its spin, magnetic moment, free decay, nuclear stability, and relation to the proton.
Definition of Success
Exact Closure Criteria
This problem closes only when the following conditions are satisfied together.
- 1
A unique neutron candidate is defined and numerically constructed.
- 2
Zero net charge, spin, magnetic moment, and mass are derived together.
- 3
The proton-neutron mass difference follows from the same parameter set.
- 4
Free-neutron decay products and lifetime arise from a permitted dynamical pathway.
- 5
The model explains nuclear stabilization without contradicting free decay.
- 6
All topological, energetic, charge, and angular-momentum accounts close.