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This analysis reveals sharp bounds for zalcmann and krushkal inequalities in analytic functions, indicating important properties in a new subclass.
In this article we investigate the sharp bounds of Zalcmann, generalized Zalcmann and Krushkal inequalities for a new subclass of analytic functions of the form f(z)=z +∑ₙ₌₂∞ aₙ zⁿ on the unit disk Δ= ∈ C: |z|<1\.
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Marar et al. (2025) studied this question.
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