e with s; 1 satisfies (4 .2-3), we obtain:

Corollary 4.1a involved solving a first-order linear differential subordination. Its integral analogue, given in Theorem 4.2a, involved a linear integral

operator. The second-order linear differential subordination given in Theorem 4.1a also has an integral analogue. However, in this case the second-order differential subordination result gives rise to the following double integral result.