This analysis reveals inclusion relations among harmonic classes in the symmetric unit disk, suggesting pathways for new mathematical applications.
Here in this paper, we establish the basic inclusion relations among the harmonic class HF(σ,η) with the classes SHF* of starlike harmonic functions and KHF of convex harmonic functions defined in open symmetric unit disk U. Moreover, we investigate inclusion connections for the harmonic classes TNHF(ϱ) and TQHF(ϱ) of harmonic functions by applying the operator Λ associated with the Bessel function. Furthermore, several special cases of the main results are obtained for the particular case σ=0.
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Taşar et al. (2025) studied this question.
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