Dist Babble

Quantum Gravity through Temporal Flows: A Mathematical Approach In the search for a unified theory of quantum gravity, I’ve developed a model that treats time and space as discrete units based on temporal flows. By conceptualizing time as granular and flows as fundamental elements, we can describe gravitational interactions, quantum energy, and mass in a single framework. Below, I’ll outline the key equations of my model, the process we used to test them, and how we arrived at the equation for quantum gravity. Temporal Flows: The Core of the Model In this model, time is represented as Planck time ( τ P \tau_P ​ ), with temporal flows quantized in discrete steps. These flows interact with each other, and once they reach the speed of light, they reflect and invert their direction. The key equations governing these flows are as follows: Flow Time Evolution: t n = f ( n ) t_n = f(n) Time progresses based on the flow index n n n , where each flow evolves from one step to the next according ...