Zero–Composite Alignment in Prime Gaps (CDRH III)

This paper (CDRH III) belongs to a series on the Composite–Driven Resonance Hypothesis (CDRH), in which prime/composite-driven structures are related to the classical spectral theory of the Riemann zeta function. Whereas CDRH I and CDRH II mainly established the construction of Multi–Euler branches, Orbital Trees, Prime-Block Waves, and segment valleys, CDRH III focuses on one concrete coupling point: the Zero–Composite Alignment question in actual prime gaps and its possible connection to the imaginary parts of Riemann zeros.