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• W4297066340 endingPage "1934" @default.
• W4297066340 startingPage "1934" @default.
• W4297066340 abstract "The research presented in this paper deals with analytic p-valent functions related to the generalized probability distribution in the open unit disk U. Using the Hadamard product or convolution, function fs(z) is defined as involving an analytic p-valent function and generalized distribution expressed in terms of analytic p-valent functions. Neighborhood properties for functions fs(z) are established. Further, by applying a previously introduced linear transformation to fs(z) and using an extended Libera integral operator, a new generalized Libera-type operator is defined. Moreover, using the same linear transformation, subclasses of starlike, convex, close-to-convex and spiralike functions are defined and investigated in order to obtain geometrical properties that characterize the new generalized Libera-type operator. Symmetry properties are due to the involvement of the Libera integral operator and convolution transform." @default.
• W4297066340 created "2022-09-26" @default.
• W4297066340 creator A5020913149 @default.
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• W4297066340 date "2022-09-16" @default.
• W4297066340 modified "2023-09-26" @default.
• W4297066340 title "Application of a Multiplier Transformation to Libera Integral Operator Associated with Generalized Distribution" @default.
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• W4297066340 doi "https://doi.org/10.3390/sym14091934" @default.
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