November 9, 2025Open Access

On Coefficient problems for classes Sₑ^ and Cₑ

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This analysis uncovers sharp bounds on logarithmic coefficients in univalent function classes, indicating implications for convex functions.

Convex functions exhibit sharp bounds on logarithmic coefficients, highlighting their importance.
The analysis reveals that the inequalities for logarithmic coefficients are sharp and well-defined.
This study evaluates univalent functions within the context of the Hermitian-Toeplitz determinant approach.
Further research may expand understanding of the generalized Zalcman conjecture and its applications.

Majumder et al. (2025) studied this question.

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This analysis uncovers sharp bounds on logarithmic coefficients in univalent function classes, indicating implications for convex functions.