Growth theorems for a subclass of strongly spirallike functions

In this paper we consider a subclass of strongly spirallike functions on the unit disk d in the complex plane c,namely,strongly almost spirallike functions of type β and order α.we obtain the growth results for strongly almost spirallike functions of type β and order α on the unit disk d in c by using subordination principles and the geometric properties of analytic mappings. furthermore we get the growth theorems for strongly almost starlike functions of order α and strongly starlike functions on the unit disk d of c.these growth results follow the deviation results of these functions. copyright © 2014 yan-yan cui et al.