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Majorization property for specific classes of analytic functions
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The majorization property plays a significant role in understanding the behavior of certain classes of analytic functions and their mappings. In this research, we introduce two novel classes of analytic functions, denoted as Sζ[E, F; μ; γ] and Tζ(θ, μ, γ) using the usual operator Hs. Our primary focus is to investigate the majorization properties of these newly defined classes of analytic function. Some applications of the results are discussed in the corollaries with different operators.
Title: Majorization property for specific classes of analytic functions
Description:
The majorization property plays a significant role in understanding the behavior of certain classes of analytic functions and their mappings.
In this research, we introduce two novel classes of analytic functions, denoted as Sζ[E, F; μ; γ] and Tζ(θ, μ, γ) using the usual operator Hs.
Our primary focus is to investigate the majorization properties of these newly defined classes of analytic function.
Some applications of the results are discussed in the corollaries with different operators.
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