On Hyper-Generalized Recurrent Finsler Spaces

TL;DR

This paper explores new types of recurrence in Finsler geometry, specifically hyper-generalized and generalized conharmonic recurrence, analyzing their properties and relationships to existing recurrence concepts.

Contribution

It introduces and studies the properties of hyper-generalized and generalized conharmonic recurrence in Finsler spaces, expanding the understanding of recurrence phenomena.

Findings

Characterization of hyper-generalized recurrence in Finsler spaces

Relations between new recurrence types and existing Finsler recurrences

Properties and implications of generalized conharmonic recurrence

Abstract

The aim of the present paper is to investigate new types of recurrence in Finsler geometry, namely, hyper-generalized recurrence and generalized conharmonic recurrence. The properties of such recurrences and their relations to other Finsler recurrences are studied.