
doi: 10.26837/jaem.428337
handle: 11729/2656 , 11413/4730
Summary: For all \(q\in(0,1)\) and \(0\leq \alpha<1\) we define a class of analytic functions, so-called \(q\)-starlike functions of order \(\alpha\) on the open unit disc \(\mathbb D=\{z:| z|<1\}\). We will study this class of functions and explore some inclusion properties with the well-known class Starlike functions of order \(\alpha\).
Q-starlike Functions, inclusion properties, Bozulma Teoremi, Operators, Growth theorem, Coefficient Inequality, Special classes of univalent and multivalent functions of one complex variable (starlike, convex, bounded rotation, etc.), coefficient inequality, Distortion Theorem, q-starlike functions, Büyüme Teoremi, distortion theorem, OPERATORS, Growth Theorem, growth theorem, Katsayı Eşitsizliği, q-starlike functions;distortion theorem;growth theorem;coecient inequality., Q-starlike İşlevleri, new class of analytic functions in the disk, star-like functions of order \(\alpha\), Coefficient inequality, Distortion theorem
Q-starlike Functions, inclusion properties, Bozulma Teoremi, Operators, Growth theorem, Coefficient Inequality, Special classes of univalent and multivalent functions of one complex variable (starlike, convex, bounded rotation, etc.), coefficient inequality, Distortion Theorem, q-starlike functions, Büyüme Teoremi, distortion theorem, OPERATORS, Growth Theorem, growth theorem, Katsayı Eşitsizliği, q-starlike functions;distortion theorem;growth theorem;coecient inequality., Q-starlike İşlevleri, new class of analytic functions in the disk, star-like functions of order \(\alpha\), Coefficient inequality, Distortion theorem
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