Deforming an \epsilon-Close to Hyperbolic Metric to a Warp Metric

TL;DR

This paper introduces a method called 'warp forcing' to transform an -close hyperbolic metric into a warp metric, providing a new approach to metric deformation in geometric analysis.

Contribution

It presents the concept of warp forcing and analyzes its properties, offering a novel technique for metric deformation.

Findings

Warp forcing effectively deforms -close hyperbolic metrics.

The method preserves certain geometric properties during deformation.

Potential applications in geometric topology and metric geometry.

Abstract

We define and study "warp forcing".