ψ⁸ and Neutrinos: A Retentive Hypothesis of Difference Topology of Pre-Substantial Dynamics

This paper proposes a retentive-topological hypothesis connecting the ψ⁸ architecture with neutrino behavior. Departing from substance-based models, ψ⁸ interprets neutrinos as carriers of internal difference (Δψ) sustained through retentive nodes (Ξ) beyond classical space, time, and observation. A formal Lagrangian is introduced to describe this pre-substantial dynamics, alongside a minimal CLI simulation framework. The result is a new ontological model of physics — not built on interaction, but on the preservation of internal asymmetry. The ψ⁸ system suggests that neutrinos do not propagate through space, but through ψ-time (τ), maintaining distinction under collapse. The article concludes with an ethical and epistemic reflection, proposing a paradigm where difference is not erased but retained.