"Deriving All Fundamental Physical Constants from a Unified Temporal Field Geometry"

This paper presents a novel derivation of all known fundamental physical constants from a unified temporal field geometry. Based on the hypothesis that time is the foundational field of the universe, we define a scalar temporal function , whose oscillations generate mass, energy, and interactions. Through precise mathematical analysis, we derive the values of , , , , , and Planck units from temporal dynamics alone, without relying on arbitrary assumptions. This approach offers a new foundation for unification in physics, linking quantum mechanics, relativity, and cosmology through a single time-based framework.