Abstract
Functions that are analytic in the unit disk and satisfy the differential equation are considered, where is subordinated to a normalized convex univalent function . These functions are given by a double integral operator of the form with subordinated to . The best dominant to all solutions of the differential equation is obtained. Starlikeness properties and various sharp estimates of these solutions are investigated for particular cases of the convex function .
Citation
Rosihan M. Ali. See Keong Lee. K. G. Subramanian. A. Swaminathan. "A Third-Order Differential Equation and Starlikeness of a Double Integral Operator." Abstr. Appl. Anal. 2011 1 - 10, 2011. https://doi.org/10.1155/2011/901235
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