Applications of Queuing Theory for Visualization of Brownian Motion in Hyperbolic Geometry Space.

The queuing theory provides us an alternative way to visualize the continuous Brownian motion in a multidimensional hyperbolic geometry space, where we can apply it in modern physics, in the relativity theory context, to simulate and preview elementary particles that cannot be measured.

In this presentation, we show numerical methods, provided by Dobrow's book of stochastic processes, to simulate and preview positions and states of the elementary particles, and we compare the results with real experiments.