Hypersurface of a Finsler space subjected to an h-exponential change of metric

TL;DR

This paper investigates the geometric properties of Finsler hypersurfaces after an h-exponential change of the metric, building on recent work on Cartan connections for such spaces.

Contribution

It introduces new geometric insights into Finsler hypersurfaces under h-exponential metric changes, extending previous Cartan connection results.

Findings

Derived properties of Finsler hypersurfaces post h-exponential change

Characterized geometric invariants under the transformation

Extended understanding of Finsler space structures

Abstract

Recently we have obtained the Cartan connection for the Finsler space whose metric is given by an exponential change with an h-vector. In this paper, we discuss certain geometric properties of a Finslerian hyperspace subjected to an h-exponential change of metric.