This companion paper formalizes symmetry principles and topological operations in elastic diffusive cosmology, indicating foundational consistency.
This companion paper formalizes the symmetry structure and topological operations used across the EDC program, providing definitions that Paper 3 can cite without repeating foundations. It presents a layered symmetry description acting on the 5D manifold M_5 = M_4 × S^1_ξ: kinematic diffeomorphism invariance on the 4D base and an internal U(1) isometry of the compact dimension generating charge/winding conservation. It defines three topological process operators—Excitation (E), Relaxation (R), and Merging (M)—used as formal handles for generation transitions, weak decay, and nuclear binding. A β⁻ decay conservation ledger is included to demonstrate how topological constraints require a neutral channel, identified in 4D evidence language with the antineutrino.Scope guardrails: the paper does not claim a full derivation from first principles, does not replace Standard Model phenomenology, and does not prove operator dynamics from the 5D action; it provides consistent definitions, epistemic tagging, and falsifiability hooks.
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Igor Grčman (2026) studied this question.
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