The Tensor Particle and the Temporal Force: A Quantum–Relativistic Unification through the Quantization of Time

We propose a unified theoretical framework in which time is not treated as a coordinate, but as a quantized mediator of interaction between energy and in- formation. A new fundamental field, the tensor particle field Tµν = Eµν + iIµν, is introduced to unify the geometric curvature of relativity and the probabilistic structure of quantum mechanics. The interaction between its real and imaginary components generates a new fundamental force termed the temporal force, Ft, which governs the emergence of temporal evolution without the need for an explicit time dimension. Through a Lagrangian formalism, we show that both quantum un- certainty and relativistic covariance arise as asymptotic limits of the same tensor dynamics. This establishes time as a quantized particle phenomenon and provides a consistent bridge between quantum and relativistic physics.