Theoretical analysis demonstrates a geometric framework linking special relativity and Schwarzschild metrics, highlighting shared relative-phase coordinates across gravitational phenomena.
This study examines a relative-phase unfolding representation connecting special relativity and the Schwarzschild gravitational field. A relative phase difference is used to organize relativistic velocity, time measurement, Lorentz factor, momentum, Schwarzschild temporal and radial spatial relations, radial free fall, and the event-horizon limit within a common circular-to-hyperbolic geometric representation. The formulation preserves the established relations of relativity while examining their structural connection through a shared relative-phase coordinate.
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J. San Park (2026) studied this question.
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