Nuclear and Crystal State Aspects of Overlapping Holographic Phase Patterns

Holographic aspects of 2D Fresnel type memory patterns with 3D couplings and mutual diffractions are considered. Encoding topological charges and spin, the nonlinear interaction potentials are assigned to a shared holographic memory phase space with limited information storage density. Neutral intermediate structures arise in the overlap region. The neutralizing process is regarded as a generator of anti-charge around the topological monopole singularity and maps Coulomb/Kepler to oscillator potentials. The twistorial overlap pattern projects a quasiparticle into the orthogonal holographic extra dimension while providing for a massless and stereographic coupling (Gudermannian function). Basic interactions are: local strong between overlapping topological charges, weak by neutral intermediate quasiparticle overlap patterns, topological charge stereographic long-range interaction in 2D, and a weak long-range higher-dimensional interaction. It is conjectured that the mediating neutral patterns responsible for interaction and energy shifts behave like neutrons, neutrinos, photons, and quasiparticles in 2D crystals (graphene). A cluster of Z = 4 partially overlapping topological charge memory patterns could explain the exceptional stability of Beryllium with 5 neutrons. Forcing special phase conditions this principle could act as a prototype for holographic energy releases/drives.