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This dissertation develops a unified recursive framework in which physical reality is interpreted as an emergent fixed-point structure generated by higher-order meta-law dynamics operating on a pre-physical possibility space. In contrast to conventional physical theories that assume immutable fundamental laws, the present work proposes that physical law itself is dynamically emergent. Observable physics is interpreted not as the manifestation of eternally fixed equations, but as the stable projection of recursively self-consistent attractor structures embedded within a deeper meta-dynamical hierarchy. The theory begins with the introduction of a generalized possibility space: ρ whose elements represent admissible pre-physical configurations not initially constrained by spacetime, causality, quantum fields, or observer structures. A higher-order evolution parameter: T called meta-time, governs the evolution of recursive law configurations: L(T) and observer structures: O(T) The total recursive state of reality is represented by: Ω(T) = (L(T),O(T)) The framework postulates that physically realizable universes correspond to asymptotically stable recursive fixed points satisfying: Ω⋆ = H(Ω⋆) where: H denotes the global recursive stabilization operator. Within such stable sectors, emergent projections: Π(Ω⋆) generate observable physical structure including spacetime geometry, effective field dynamics, causality, and measurable physical law. The dissertation develops the mathematical architecture of recursive stability, observer– law coupling, attractor universality, and meta-dynamical evolution. The theory further argues that observers are not external to physical reality but are dynamically embedded components of the same recursive stabilization process. A major consequence of the framework is the intrinsic incompleteness of physical knowledge. Because observers remain recursively embedded inside the same structures they attempt to describe, absolute closure of physics becomes fundamentally impossible. Scientific theories are therefore interpreted as recursively stable approximations rather than complete external descriptions of reality. The dissertation also investigates potential empirical consequences of meta-law dynamics, including slow drift of physical constants, cosmological statistical anomalies, recursive universality signatures, and metastability effects associated with large-scale attractor transitions. The central conclusion of the work is that physical reality is not a static object governed by externally imposed laws, but a recursively self-stabilizing process through which laws, observers, spacetime, and physical structure emerge jointly from deeper metadynamical possibility relations. The unified framework developed here proposes a generalized ontology in which existence itself is identified with recursive asymptotic stability inside an evolving possibility landscape.
Nesen O. I. 2026. Meta-Law Dynamics and Self-Physicalisation of Reality. PREPRINTS.RU. https://doi.org/10.24108/preprints-3115973
