@article{Alina Alb Lupaş_2014, title={On Special Strong Differential Superordinations Using Sălăgean and Ruscheweyh Operators}, volume={1}, url={https://www.avantipublishers.com/index.php/jaacm/article/view/58}, DOI={10.15377/2409-5761.2014.01.01.5}, abstractNote={<p>In the present paper we obtain strong differential superordinations for the differential operator <img src="https://www.avantipublishers.com/wp-content/themes/custom-theme/images/eq1.jpg" alt="" /> defined as a convex combination of the extended Sălăgean operator and the extended Ruscheweyh derivative, <img src="https://www.avantipublishers.com/wp-content/themes/custom-theme/images/eq2.jpg" alt="" /> and <img src="https://www.avantipublishers.com/wp-content/themes/custom-theme/images/eq3.jpg" alt="" /> is the class of normalized analytic functions, <img src="https://www.avantipublishers.com/wp-content/themes/custom-theme/images/eq4.jpg" alt="" /> the extended Ruscheweyh derivative, <img src="https://www.avantipublishers.com/wp-content/themes/custom-theme/images/eq5.jpg" alt="" /> the extended Sălăgean operator.</p>}, number={1}, journal={Journal of Advances in Applied & Computational Mathematics}, author={Alina Alb Lupaş}, year={2014}, month={Oct.}, pages={28–34} }