On the geometry of conharmonic curvtuar tensor of nearly kahler manifold

In this paper we investigated the conharmonic curvature tensor of nearly Kahler manifold. We proved that, any 4-dimensional NK- manifold is conharmonic-parakähler manifold if and only if, it is manifold of zero scalar curvature. Also, it has been proved that, NK- manifold of dimension greater than four is conharmonic-parakähler manifold if and only if, it is Ricci-flat Kahler manifold. Finally, we proved that NK- manifold of dimension greater than four is conharmonic flat if and only if, it is locally holomorphically isometric to the complex space supplied with standard Kahler structure.