Abstract
In this paper, we introduce the notion of warped product skew CR-submanifolds in Kenmotsu manifolds. We obtain several results on such submanifolds. A characterization for skew CR-submanifolds is obtained. Furthermore, we establish an inequality for the squared norm of the second fundamental form of a warped product skew CR-submanifold M-1 x(f) M-perpendicular to of order 1 in a Kenmotsu manifold (M) over tilde in terms of the warping function such that M-1 = M-T x M-theta, where M-T, M-perpendicular to and M-theta are invariant, anti-invariant and proper slant submanifolds of x M, respectively. Finally, some applications of our results are given.