Non-algebraic compact K\"ahler threefolds admitting endomorphisms

TL;DR

This paper classifies non-algebraic compact K"ahler threefolds that admit endomorphisms of degree two or higher, expanding understanding of their structure and properties.

Contribution

It provides a classification of non-algebraic compact K"ahler threefolds with endomorphisms of degree at least two, a previously unexplored area.

Findings

Classification of such threefolds completed

Identification of key structural properties

Insights into endomorphism dynamics on K"ahler threefolds

Abstract

We classify non-algebraic compact K\"ahler threefolds admitting an endomorphism $f: X \to X$ of degree at least two.