On a class of p-valent analytic functions
On certain subclasses of analytic functions involving a linear operator
A certain general class 𝓢(a,c,A,B) of analytic functions involving a linear operator is introduced. The objective is to investigate various properties and characteristics of this class. Several applications of the results (obtained here) to a class of fractional calculus operators are also considered. The results contain some of the earlier work in univalent function theory.
On certain subclass of -valently Bazilevic functions.
Some families of analytic functions with negative coefficients
Growth of entire functions with some univalent Gelfond-Leontev derivatives.
Argument estimates of certain multivalent functions involving a linear operator.
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