This paper proposes the Riemann Standard Model (RSM), a unified cosmological framework aimed at resolving the fundamental conflicts between General Relativity and Quantum Mechanics. RSM abandons the traditional assumption of spacetime as a continuous manifold, reconstructing it instead as a Computational Graph that is discrete in both time and space, and causally synchronized. To address the variability of fundamental physical constants, we construct a dynamical model based on Non-autonomous Variables. By revealing the profound connection between the distribution of the Riemann function's non-trivial zeros and the Non-autonomous Logistic Map, and utilizing the Montgomery-Dyson Coincidence to link these to quantum energy level distributions, this study verifies that fundamental constants (such as the fine-structure constant and the Hubble constant H₀) are not static observables. Instead, they undergo minute logarithmic drifts (1/ t) as the system evolves. Based on this dynamical foundation, we propose the Cosmic Lockstep Hypothesis, which posits that cosmic evolution proceeds in discrete Planck time steps driven by a deterministic global clock. Under this architecture, physical entities are defined within a discrete space composed of a Planck Lattice Z³. Furthermore, Quantum Non-locality is redefined as instantaneous state updates within a Logical Address Space (Logical Layer), while Relativistic Causality (c) naturally emerges as the System Bandwidth Limit for information propagation in the Metric Space (Physical Layer). Furthermore, the RSM successfully interprets the Hubble Tension and the Vacuum Catastrophe as computational artifacts of the system’s gradual aging. It predicts that the ultimate fate of the universe is a "Computational Freeze" rather than a traditional Heat Death. Starting from the resolution of practical physical anomalies, the RSM provides a logically consistent framework that remains compatible with traditional laws of physics across multiple dimensions. It offers a novel explanation for the observation problem in wave-particle duality and quantum entanglement, providing a new path for the exploration of a Unified Field Theory—transitioning from a geometric paradigm to a computational one.
Liang Wang (Fri,) studied this question.