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On a subclass with bi-univalence using (p,q) – Chebyshev Polynomials

Publication Type : Journal Article

Publisher : Neuroquantology

Source : Neuroquantology, vol 20 (11), (2022), Pg 4379 – 4384

Url : https://www.researchgate.net/publication/364262304_On_a_subclass_with_bi-univalence_using_p_q_-Chebyshev_Polynomials

Campus : Chennai

School : School of Engineering

Department : Mathematics

Year : 2022

Abstract : In this paper, a newsubclass of bi-univalent functions using (p,q) −Chebyshev polynomials was constructed by the authors. Initially, the bounds for the first two coefficients viz., |a2|, |a3| were obtained. Finally, Fekete-Szegö inequalitywas calculated.

Cite this Research Publication : S. Baskaran, G. Saravanan and B.Vanithakumari “On a subclass with bi-univalence using (p,q) – Chebyshev Polynomials ”, Neuroquantology, vol 20 (11), (2022), Pg 4379 – 4384

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