On a subclass of -uniform convex functions
In this paper we define a subclass of -uniform convex functions by using the S’al’agean differential operator and we obtain some properties of this class.
Some integral operators which preserve a subclass of uniformly quasiconvex functions.
A preserving property of the generalized Bernardi integral operator.
On a subclass of a -uniform convex functions.
A preserving property of generalized Libera integral operator.
On a class of -starlike functions associated with some hyperbola.
Certain preserving properties of the generalized Alexander operator.
On a subclass of -close to convex functions associated with some hyperbola.
On a class of -convex functions.
Some preserving properties of the generalized Alexander operator.
Some subclasses of -uniformly convex functions.
Some properties involving quasi-convolution products concerning some special classes of univalent functions.
Subclasses of convex functions associated with some hyperbola.
A preserving property of a Bernardi type operator.
On a subclass of -uniformly close to convex functions.
On some subclasses of univalent functions.
A preserving property of the Alexander operator.
Some subclasses of -uniformly close to convex functions with negative coefficients.
On a subclass of -starlike functions.
On the inequality of Mathieu.
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