Kahlerian Manifolds Related in H-projective Recurrent Curvature Killing Vector Fields with Vectorial Fields: A Recent Study

Abstract

In compact Kaehlerian manifolds, Izumi and Kazanan [1] computed and defined infinitesimal holomorphically projective transformations. Transformations holomophic ammeters projective equivalentes have also been researched by Malave Guzman [2]. Following that, Negi [3] investigated and explored certain issues related to pseudo-analytic vectors on pseudo-Kaehlerian Manifolds. In nearly Kaehlerian spaces, Negi et al. [4] have defined and established an analytic HP-transformation. We measured and estimated a Kahlerian manifolds associated in  -projective recument Curvature killing vector fields with vectorial fields and their holomophic properties Einsteinian and the constant curvature manifolds are established. The geometrical qualities of the harmonic and scalar curvatures calculated over killing vectorial fields are used to construct Kaehlerian holomorphically projective recurrent curvature manifolds with almost complex structures.