Browsing by Author "Kilic, Oznur Ozkan"

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    AN APPLICATION ON DIFFERENTIAL EQUATIONS OF ORDER m
    (2020) Altintas, Osman; Kilic, Oznur Ozkan
    In this paper we introduce the classes T-n (p, lambda, A, B) and K-n (p, lambda, mu, m, A, B) and derive distortion inequalities of the functions belonging to class K-n (p, lambda, mu, m, A, B). Further we apply to the (n, delta) - neighborhoods of functios in the class K-n (p, lambda, mu, m, A, B).
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    Majorization Propertıes for Certain Subclasses of Analytic Functions of Complex Order
    (2018) Kilic, Oznur Ozkan
    In this paper, we investigate the majorization properties for certain subclasses of analytic functions of complex order. Moreover, some interesting consequences of our main theorem are pointed out.
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    On a subclass of the generalized Janowski type functions of complex order
    (2020) Kilic, Oznur Ozkan; Eroglu, Nuray
    In this paper, we introduce the class JR(b)(lambda) (alpha, beta, delta, A, B) of generalized Janowski type functions of complex order defined by using the Ruscheweyh derivative operator in the open unit disc D = {z is an element of C : vertical bar z vertical bar < 1}. The bound for the n-th coefficient and subordination relation are obtained for the functions belonging to this class. Some consequences of our main theorems are same as the results obtained in the earlier studies.