Emergence of Space-Time on the Planck Scale within the Scheme of Dynamical Cellular Networks and Random Graphs

TL;DR

This paper explores how space-time may emerge from discrete structures like dynamical cellular networks and random graphs at the Planck scale, aiming to bridge quantum physics and discrete mathematics.

Contribution

It introduces a novel approach using random graphs and cellular networks to model the emergence of space-time at the Planck scale.

Findings

Demonstrates potential for space-time emergence from discrete structures

Links discrete mathematics with quantum gravity concepts

Proposes a framework for future research in discrete physics

Abstract

The following is a short report about recent work on discrete physics/mathematics on the Planckscale and the use of the concept of ''random graphs'' in this business, appearing in the group21-proceedings (Gosslar 1996)