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- W2979233735 abstract "Abstract Let $begin{array}{} mathcal{S}^*_B end{array}$ be the class of normalized starlike functions associated with a function related to the Bell numbers. By establishing bounds on some coefficient functionals for the family of functions with positive real part, we derive for functions in the class $begin{array}{} mathcal{S}^*_B end{array}$ several sharp coefficient bounds on the first six coefficients and also further sharp bounds on the corresponding Hankel determinants. Bounds on the first three consecutive higher-order Schwarzian derivatives for functions in the class $begin{array}{} mathcal{S}^*_B end{array}$ are investigated." @default.
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- W2979233735 date "2019-10-25" @default.
- W2979233735 modified "2023-10-18" @default.
- W2979233735 title "Sharp coefficient bounds for starlike functions associated with the Bell numbers" @default.
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- W2979233735 doi "https://doi.org/10.1515/ms-2017-0289" @default.
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