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On Coefficient Problems for Starlike and Convex Functions Associated with a Strip Domain

Submitted:

29 April 2026

Posted:

06 May 2026

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Abstract
This paper introduces a novel class of convex functions associated with a strip domain and establishes the upper bounds for the coefficients of initial terms, as well as second and third-order Hankel determinants. It provides exact upper bounds for the third-order Hankel determinants of both the inverse of starlike functions and convex functions, along with the upper bounds for the second-order Hankel determinants of the logarithmic coefficients related to these functions.
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