Abstract

Qasem and Ali [15] defined the \(K^h– BR\)- affinely connected space. In thin space, they obtained the condition for some tensors to be birecurrent, proved some tensors are birecurrent, gave new definition for some tensors and found some identities. Also they defined for \(K^h–BR–\) Lands bergspace and obtained various identities in such space. In this paper we have used the property of \(K^h-BR-F_n\) in \(P2-like\) space and \(P^*\)-Finsler space. We have obtained different theorems for some tensors to be satisfying the conditions of the above spaces and various identities in such spaces were also obtained.