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This is a Quantitative Study study.

September 29, 2025Open Access

On certain subclasses of analytic and harmonic mappings

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This research investigates properties of harmonic functions in the unit disk, highlighting coefficient bounds and growth estimates.

The study establishes fundamental properties for functions within the class of harmonic mappings, focusing on coefficient bounds and growth rates.
Key metrics include the sharp bound of the Hankel determinant for normalized analytic univalent functions under certain conditions.
Investigation of the class of functions reveals essential features like starlikeness and inverse logarithmic coefficient constraints.
Results contribute to understanding the structure of harmonic functions, showing implications for broader mathematical theories.

Raju Biswas (2025) studied this question.

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