A relative, strictly ergodic model theorem for infinite measure-preserving systems

TL;DR

This paper establishes a model theorem for factor maps in ergodic, infinite measure-preserving systems, advancing the understanding of their structure and relationships.

Contribution

It introduces a new model theorem specifically for factor maps in ergodic, infinite measure-preserving systems, filling a gap in the theoretical framework.

Findings

Proves a model theorem for factor maps in infinite measure systems

Provides a structural understanding of ergodic, infinite measure-preserving systems

Enhances the theoretical tools for analyzing infinite measure dynamics

Abstract

We prove a model theorem for factor maps between ergodic, infinite measure-preserving systems.