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2. Coincidence and Common Fixed Point Theorems for Hybrid Mappings.
3. Properties of the coefficients of an integral operator.
4. On A Certain Subclass Of Analytic Functions Defined By Linear Operator.
5. Integral Inequalities Related to Wirtinger's Result.
6. On certain classes of analytic functions of Complex order defined by Erdelyi-Kober integral operator.
7. Univalence Criteria for a General Integral Operator.
8. open sets in generalized topological spaces.
9. On Some Common Approximate Fixed Point Theorems.
10. Quantitative results for positive linear operators which preserve certain functions.
11. Differential subordination results obtained by using a new operator.
12. On nonexistence of solutions to a nonlinear Cauchy problem for a higher order hyperbolic equation.
13. Extremal sets in a topological space.
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