This analysis reveals conditions for phi-likeness in analytic functions, highlighting new results in subordination theory.
In this paper, we derive a differential subordination theorem involving convolution of normalized analytic functions. By selecting different dominants to our main result, we find certain sufficient conditions for \(φ\)-likeness and parabolic \(φ\)-likeness of functions in class \( A\).
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Kaur et al. (2025) studied this question.
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