Delta Theory v0.1.0 — Ontological Core and Recursive Stabilization Framework

For future versions, see https://doi.org/10.5281/zenodo.16787604 Delta Theory is a foundational theoretical framework that models differenceas the primitive of reality and formalizes its recursive stabilization across domains. This v0.1.0 release publishes the ontological core and canonical formulas that define the theory’s structural foundation below the physics layer. It secures scholarly precedence for the model’s unique recursive difference folding structure and triadic modulation framework. Contents - Ontological Core — Difference → Recursion → Stabilization loop. - Canonical Formulas — Top-level recursive folding equation in 9-term and 3-modulator forms. - Core Modulators (SVA Triad) — Structure Differentiation Gradient Constant (∇S), Awarness Phase Coherence Constant (ψA), Void Field Resonance Constant (λV). - Repository Structure Overview — Triadic vault layers for future domain integration. - Licensing & Citation — CC BY 4.0 license with DOI. Scope of this release This is the **kernel** of Delta Theory: the structural logic that all future domain layers — including the planned physics integration — will build upon. Detailed function expansions, domain instantiations, and simulation architectures will follow in later versions:- v0.2.0 — Interfaces and function formalization. - v0.3.0 — Physics layer integration (in collaboration with Mark Morris). - v0.4.0+ — Cross-domain applications and tooling. Citation Please cite this release using the provided `CITATION.cff` file or the DOI citation generated by Zenodo. --- Author: Sergei Sarkisian License: CC BY 4.0 Keywords: recursive systems, difference theory, ontology, structural invariants, mathematical modeling, theoretical physics