Convex and Starlike Functions Defined on the Subclass of the Class of the Univalent Functions S with Order 2(- r)
Özet
In this paper, some conditions have been improved so that the function g(z) is defined as g(z) = 1+ Sigma(infinity)(k >= 2) alpha n+k(zn+k), which is analytic in unit disk U, can be in more specific subclasses of the S class, which is the most fundamental type of univalent function. It is analyzed some characteristics of starlike and convex functions of order 2(-r).
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