Some results on Kenmotsu statistical manifolds

In this paper, we first investigate the Kenmotsu statistical structures built on a space form and determine some special under two curvature conditions. Secondly, show that if holomorphic sectional of hypersurface orthogonal to structure vector in manifold is constant, then $\phi-$sectional ambient must be constant $-1$, $0$. addition, non-trivial examples are given illustrate results paper.