On k-uniformly close-to-convex functions of complex order
In this paper, we define and study some subclasses of analytic functions by using fractional
derivative operator. Some interesting properties, coefficients problems and inclusion results
of these classes are investigated. It is also shown that these classes are closed under
convolution with convex functions and some applications are given.
derivative operator. Some interesting properties, coefficients problems and inclusion results
of these classes are investigated. It is also shown that these classes are closed under
convolution with convex functions and some applications are given.
In this paper, we define and study some subclasses of analytic functions by using fractional derivative operator. Some interesting properties, coefficients problems and inclusion results of these classes are investigated. It is also shown that these classes are closed under convolution with convex functions and some applications are given.
Elsevier
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