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On a Fekete–Szegö Problem Associated with Generalized Telephone Numbers

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MDPI AG

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One of the important problems regarding coefficients of analytical functions (i.e., Fekete–Szegö inequality) was raised by Fekete and Szegö in 1933. The results of this research are dedicated to determine upper coefficient estimates and the Fekete–Szegö problem in the class WΣ(δ,λ;ϑ), which is defined by generalized telephone numbers. We also indicate some specific conditions and consequences of results found by us.

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Mathematics

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OPEN

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upper bounds, bi-univalent function, Upper bounds, telephone numbers, QA1-939, Holormorphic function, Fekete–Szegö problem, holormorphic function, Telephone numbers, bi-univalent function, holormorphic function, upper bounds, telephone numbers, Fekete–Szegö problem, Mathematics

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