Foundations of Quantum Gauge Time Theory II: Minimal Dynamical Form, Spectral Readout, Fields, Matter and Observable Geometry

Foundation II recovers the internal dynamical form of the returning structure established in Foundation I and develops its physical readout architecture. Finite access to a self-adjoint dynamics gives an exact Volterra memory and Schur–Feshbach self-energy, while only the cyclic port-generated sector participates in return. A declared physical action class provides the common parent for the self-adjoint generator, Majorana kernel, access and ports. One quadratic elimination then gives both spectral propagation and induced response. The resulting master object generates spectral measures, self-energies, memory, transport, response Hessians, dressed matter poles and experimental contractions without introducing separate fundamental dynamics for each readout. Under explicitly named continuum, geometry and representation hypotheses, Maxwell, Yang–Mills and Einstein–Hilbert structures arise as invariant infrared blocks of the same induced response. Matter is characterized as a reachable dressed pole with non-zero residue, an identified representation and a non-vanishing experimental channel. Physical occupancy of the action class, the absolute scale, Standard-Model representations, measured couplings, native hypercharge, the Newton scale and cosmological identifications remain explicit open bridges.