Defines new subfamily of multivalent q-starlike functions tied to circular domain and establishes convolution properties, sufficiency criteria, coefficient estimates, Fekete-Szego inequalities, and q-Bernardi operator.
Janowski, Some extremal problems for certain famili es of analytic functions, Annales Polonici Mathe- matici, 28(1973), 297 − 326
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A study of multivalent q-starlike functions connected with circular domain
Defines new subfamily of multivalent q-starlike functions tied to circular domain and establishes convolution properties, sufficiency criteria, coefficient estimates, Fekete-Szego inequalities, and q-Bernardi operator.