REAL HYPERSURFACE WITH DERIVATIVES OF STRUCTURE LIE OPERATOR ON HOLOMORPHIC DISTRIBUTION IN A COMPLEX SPACE FORM
We classify the real hypersurfaces in terms of Lie derivative of structure Lie operator in the direction of the Reeb vector field coincides with the covariant derivative of it in the same direction on holomorphic distribution in a nonflat complex space form
holomorphic distribution, structure Lie operator, Lie derivative, model space of type A.
