Abstract

The Entropic-Temporal Theory (ETT) proposes a unified axiomatic framework in which time, energy, and entropic connectivity emerge as co-originating and inseparable concepts. Based on microstates, submicrostates, and macrostates, ETT introduces the mother-equation linking energy, connectivity, and entropy to the scalar intensity of time, enabling deep ontological interpretations and applications in physics, biology, and geometry. It is heuristically shown that phenomena such as the distribution of prime numbers, atomic stability, and evolution can be understood under the same entropic-temporal principle. ETT presents itself as a candidate Theory of Everything, coherently encompassing most natural and applied mathematical sciences, except for Number Theory in its entirety. This limitation arises from the infinitely generic nature of integers, which prevents an unambiguous definition of micro and macrostates, making direct application of the mother-equation impossible. Nevertheless, ETT provides a unifying and heuristic framework capable of explaining and relating diverse laws and phenomena consistently and profoundly.