Pseudo H-projective n-recurrent manifold with KH-structure (Q1085806)

Let M be 2m-dimensional. A GF-structure F on M was defined by \textit{K. L. Duggal} [Tensor, New Ser. 22, 238-242 (1971; Zbl 0236.53037)]. When g is a Hermitian metric satisfying a certain condition, we say that (F,g) provides M with an H-structure. The pseudo H-projective curvature tensor has been introduced in [the first author and \textit{S. D. Singh}, Indian J. Pure Appl. Math. 6, 444-450 (1975; Zbl 0356.53007)]. In the present paper a KH-structure is defined on M equipped with an H-structure, and properties of a pseudo H-projective n-recurrent manifold with a KH- structure are studied.