A Worked Example of the Bayesian Mechanics of Classical Objects

TL;DR

This paper demonstrates Bayesian mechanics applied to classical objects through a detailed example, connecting it to chaos theory and supersymmetry, and summarizing its current theoretical framework.

Contribution

It provides a concrete worked example of Bayesian mechanics for classical objects, illustrating its principles and connections to chaos and supersymmetry.

Findings

Bayesian mechanics can model classical objects effectively.

Connections between Bayesian mechanics and classical chaos are explored.

The current state of Bayesian mechanics is summarized.

Abstract

Bayesian mechanics is a new approach to studying the mathematics and physics of interacting stochastic processes. Here, we provide a worked example of a physical mechanics for classical objects, which derives from a simple application thereof. We summarise the current state of the art of Bayesian mechanics in doing so. We also give a sketch of its connections to classical chaos, owing to a particular $\mathcal{N}=2$ supersymmetry.