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

<p dir="ltr">In this paper, I introduce a conserved quantity I call symbolic momentum, defined as<br>��(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 �� 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).</p><p dir="ltr">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 �� conservation explains phenomena traditionally attributed to dark matter, quantum collapse, or singularity mechanics.</p><p dir="ltr">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.</p>