The Geometric Neutron: Beta Decay as Lattice Delamination & The End of the Higgs Boson

Description/Abstract: The Standard Model defines the Neutron as a fundamental particle and Beta Decay as a random transmutation mediated by the theoretical "W Boson." Furthermore, it attributes the property of Mass to a "Higgs Field" interaction. The Kish Lattice Theory offers a mechanical correction to both postulates based on the geometric stiffness of the vacuum (16/pi). 1. The Geometric Neutron (Composite State): We define the Neutron not as a unique particle, but as a Proton-Electron Composite. The Neutron is simply a Proton core wrapped in a geometric "Electron Patch" (Life Jacket) that spatially masks its positive charge, resulting in neutrality. 2. Beta Decay (Lattice Delamination): We demonstrate that Beta Decay is not a magical transformation. It is a mechanical Delamination Event. When the composite enters a region of high lattice torque, the "Vacuum Seal" fails, and the Electron patch peels off. The energy signature attributed to the "W Boson" (80 GeV) is identified as the Elastic Snap of the lattice separation—the acoustic signature of the seal breaking. 3. The End of the Higgs Boson (Vacuum Viscosity): We posit that there is no "Higgs Boson" generating mass. The Lattice is the Higgs Field. Mass is Vacuum Drag. It is the measure of resistance a geometric shape (like an Electron sheet) encounters when moving through the high-tension 16/pi grid. Included Verification: This monograph includes a Python simulation script (The_Geometric_Neutron_beta_decay_sim.py) that models the adhesion limits of the Neutron composite and reproduces the "W-Boson" signature as a structural failure event.