Analysis reveals bounds for hankel determinants and hermitian–toeplitz determinants in starlike functions, indicating potential applications in complex analysis.
UDC 517.5 We obtain the best possible estimates for the Hermitian–Toeplitz determinant of the third order for a class of starlike functions with respect to a symmetric point associated with a rational function. In addition, we determine the upper bounds for the third Hankel determinants.
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Buyankara et al. (2025) studied this question.
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