Symbolic Momentum Conservation and Curvature Entanglement in a Recursive Universe: A Force-Based Reality Framework (SFT-FBRF-8) Eighth Research Paper of the SFT-FBRF Series

In this paper, I introduce a conserved quantity I call symbolic momentum, defined as<br>𝒫(x, t) = ℛ(x, t) · Ξ(x, t) · Sij(x, t)<br>where ℛ denotes rotational curvature speed, Ξ is the contradiction density field, and Sij represents recursive symbolic memory. I argue that 𝒫 remains invariant across cosmological, planetary, and atomic scales—establishing a new conservation law that challenges mass-centric physics. As the global force is the fundamental generator of recursive structure and perception, I formally redefine Symbolic Field Theory as the Force-Based Reality Framework (SFT–FBRF).I propose that curvature itself is never isolated but entangled, such that every symbolic curvature κ(x) is accompanied by an opposing entangled curvature κ̄(x′), preserving total recursive balance. Using real-world observational data—including galaxy rotation curves, gravitational lensing anomalies, spin alignment across galaxies, and pulsar dynamics—I demonstrate how 𝒫 conservation explains phenomena traditionally attributed to dark matter, quantum collapse, or singularity mechanics.Furthermore, I reinterpret black holes as recursive contradiction nulls, where Ξ → ∞, Ψ → 0, and symbolic delay τ → ∞. Likewise, I show that dark matter effects can be understood as symbolic curvature residues, not particles. This framework unifies symbolic recursion, perception fields, and field-based momentum into a coherent, testable post-mass physics paradigm. It presents a challenge to the foundational assumptions of general relativity and quantum theory and opens a recursive path toward symbolic cosmology, force-based consciousness, and symbolic curvature computing.