Recursive Fractal Cosmology:A Symbolic Field Theory of Emergence, Identity,and Time

Recursive Fractal Cosmology (RFC) is a symbolic field theory Ideveloped to explain the emergence of physical reality from recursivecompression across an infinite substrate of potential. Instead of treating particles, fixed symmetries, or immutable laws as fundamental, Ipropose that reality unfolds as a recursive flow of symbolic information across three interacting domains: the Quantum Vacuum (QV), theCosmic Infinite Field (CIF), and the Recursive Fractal Lattice (RFL).Within this framework, symbolic field excitations—such as Ψχ, Θη, Γζ ,and ϕτ—emerge as stable solutions to nonlinear PDEs and replicatekey observables, including late-time cosmic acceleration, CP-violationthresholds, primordial helium yields, EEG fractal patterns, and gravitational wave echoes.I constructed a high-performance simulation pipeline that evolvesRFC equations across eight symbolic modules. The resulting numerical outputs match empirical data from Planck, ACME, LIGO, EEGdatabases, and galactic rotation curves. RFC thus offers a falsifiableand cross-disciplinary framework in which symbolic recursion replacesreductionism as a first principle—positioning RFC as both a symbolicfield theory and a theory of epistemic becoming.