This paper traces the logical evolution of Time Field Theory (TFT), from primitive naive reasoning to a complete axiomatic system. Two core starting points are identified: a junior high school self-contained deduction of free fall, proving gravitational acceleration must be mass-independent to avoid logical contradictions from arbitrary subjective partitioning of an object; and a senior high school inquiry into whether motion can be defined with a single isolated object, yielding the core thesis "mass is the observer". Both arguments share the identical meta-logic: self-consistency enforces unique physical solutions. Combined with two fundamental physical facts—time is defined by physical motion, and gravitation alters the evolution rate of all physical processes—the requirement of metric self-consistency emerges inevitably, uniquely expressed mathematically as the flux conservation equation () =0. This work rigorously proves that spacetime dimension composition must follow orthogonal Pythagorean geometry; non-orthogonal coupling leads to non-convergent iterative measurement loops and collapses the metric system. All kinematic results of special relativity are natural mathematical deductions of orthogonality, and the constancy of light speed is no longer an axiom but a necessary consequence of consistent local measurement. TFT originates from the uniform vacuum ground state =1. Local condensation of the time field generates mass, intrinsic observers and classical time flow, with general relativity emerging as its macroscopic weak-field limit. Gravitation is reinterpreted as the spatial gradient of the time field rather than spacetime curvature or a mechanical force. This paper systematically compares the paradigm gaps between Newtonian mechanics, general relativity and TFT: classical physics only describes how the existing macroscopic world operates, while TFT answers the deeper ontological question of where metrics, observers, space and matter originate, unifying quantum probabilistic vacuum and deterministic classical dynamics, and providing an ontological interpretation of wavefunction collapse.
Huowang Huang (Tue,) studied this question.