Causal Capacity Dynamics (CCD): A Framework for Unifying Spacetime Geometry and Quantum Stochasticity through Entropic Accounting

This paper introduces Causal Capacity Dynamics (CCD), a theoretical framework that reformulates spacetime not as a static background, but as an emergent manifestation of an underlying energy-entropy economy. We propose that every physical interaction constitutes a "causal instance" governed by a conserved Total Capacity functional, defined as C = E + T0S. Within this framework, the Heisenberg Uncertainty Principle is derived as a fundamental "processing cost" of the vacuum, and gravitational curvature is reinterpreted as a local "entropic inflation" resulting from high functional density. We further demonstrate that black holes represent states of "causal bankruptcy," where the local entropic debt exceeds the system’s processing threshold. CCD provides a novel resolution to the Dark Sector problem by defining Dark Matter as cumulative residual entropy and Dark Energy as the inflationary expansion of the system’s total liquidity (processing volume). Experimental signatures, including energy-dependent time delays in gamma-ray bursts, are proposed to validate the framework.