Temporal Synchrony Gradient Gravity: From Prime Delay Geometry to the Standing Wave Structure of the Zeta Function (Papers IV & V: Unified Causal Foundations of Cosmic and Numerical Structure)

This submission includes two complementary papers presenting the next stages of development in the Temporal Synchrony Gradient Gravity (TSGG) framework.

Paper IV explores cosmic and mathematical structure as consequences of causal delay: spiral cosmology, redshift as desynchronization, prime numbers as irreducible timing intervals, and fundamental constants reinterpreted as flow harmonics.

Paper V applies these principles to number theory, proposing that the nontrivial zeros of the Riemann zeta function emerge as standing wave nodes in a delay field, and that the critical line Re(s) = 1/2 represents a universal synchrony boundary.

Together, these works suggest that both spacetime structure and prime number theory may be manifestations of the same delay-resonant field dynamics.