Some classes of analytic functions related with generalized Janowski functions are introduced and some of their interesting properties are studied. Inclusion results, distortion bounds, radii problems and invariance under certain integral operators are discussed.
We define and study some generalized classes of Bazilevic functions associated with convex domains. These convex domains are formed by conic regions which are included in the right half plane. Such results as inclusion relationships and integral-preserving properties are proved. Some interesting special cases of the main results are also pointed out.