On the birational invariance of the balanced hyperbolic manifolds

TL;DR

This paper investigates whether the property of being a balanced hyperbolic manifold remains unchanged under birational transformations, contributing to the understanding of their geometric invariance.

Contribution

It establishes the birational invariance of the class of balanced hyperbolic manifolds, a new result in complex geometry.

Findings

Balanced hyperbolic manifolds are birationally invariant.

The invariance property helps classify these manifolds.

Results impact the study of complex hyperbolic geometry.

Abstract

In this paper, we discuss the birational invariance of the class of balanced hyperbolic manifolds.