Ricci-generalized pseudosymmetric $(\kappa, \mu)$-contact metric manifolds

TL;DR

This paper classifies Ricci-generalized pseudosymmetric $(,)$-contact metric manifolds based on Deszcz's definition, advancing the understanding of their geometric structure.

Contribution

It provides a classification of Ricci-generalized pseudosymmetric $(,)$-contact metric manifolds, a specific class in contact geometry.

Findings

Complete classification of Ricci-generalized pseudosymmetric $(,)$-contact metric manifolds

Clarification of their geometric properties and structure

Extension of Deszcz's pseudosymmetry concept to this class

Abstract

In this paper we classify Ricci-generalized pseudosymmetric $(\kappa, \mu)$-contact metric manifolds in the sense of Deszcz .