Complex and Cosmological Systems

Formulates binding energy as the stabilisation of recursive field closure, where coherence density minimises boundary curvature under constraint.

Models radioactive decay as a loss of boundary coherence arising from internal gradient amplification beyond structural stability limits.

Derives emission spectra as quantised boundary-state transitions governed by discrete coherence curvature realignment.

Interprets neutrino oscillation as phase evolution across weakly interacting coherence manifolds under minimal curvature coupling.

Re-derives spin–statistics relations from symmetry-preserving coherence topology within constrained boundary configurations.

Proposes mass generation as resonance-induced coherence density stabilisation, eliminating the need for scalar vacuum field postulates.

Frames cosmological expansion as large-scale coherence redistribution driven by evolving boundary tension gradients.

Models dark energy as macroscopic coherence relaxation resulting from curvature imbalance across cosmological boundaries.

Explains background radiation uniformity through persistent long-range coherence coupling established during early boundary formation.

Interprets the Chandrasekhar limit as a degeneracy-bound coherence compression threshold within extreme density regimes.

Describes galactic structure as resonance-stabilised equilibrium within rotating large-scale coherence curvature fields.

Reconstructs conservation laws as invariants emerging from continuous symmetry transformations of coherent field systems.

Demonstrates classical behaviour as the asymptotic large-scale limit of recursively averaged coherence dynamics.

Defines superposition as linear admissibility among concurrently valid coherence field configurations.

Shows discrete spectra and continuous dynamics to be dual manifestations of finite boundary encoding constraints.

Synthesises quantum, relativistic, thermodynamic, and cosmological regimes within a unified recursive coherence formalism.