On configuration space, Born's rule and ontological states

TL;DR

This paper explores how configuration space, Born's rule, and ontological states interrelate within Hamiltonian cellular automata models, aiming to address underlying realities beyond standard Quantum Mechanics.

Contribution

It introduces a framework connecting configuration space, Born's rule, and ontological states in cellular automata models, offering new insights into quantum foundations.

Findings

Configuration space can encompass spatial structures.

Born's rule can be derived within cellular automata models.

Ontological states provide a basis for underlying reality.

Abstract

It is shown how configuration space, possibly encompassing ordinary spatial structures, Born's rule, and ontological states aiming to address an underlying reality beyond Quantum Mechanics relate to each other in models of Hamiltonian cellular automata.