... integral operator. 8, 9;3 for s −k being any negative integer, b 0, and p 1, the operator J−k,0 Dkfzwas studied by S˘al˘agean 10.2. Inclusion RelationIn order to prove our ... γ.2.19The proof of Theorem 2.6 is complete.3. Integral OperatorFor c>−1andfz ∈ Ap, we recall here the generalized Bernardi-Libera-Livingstonintegral operator Lcfz as followsLcfzc ... b.2.11Journal of Inequalities and Applications 3When p 1, the operator Js,bis well-known Srivastava-Attiya operator 5.Using the operator Js,b, we now introduce the following classes:S∗p,s,bγfz∈...