Abstract
In this paper, two new subclasses of bi-univalent functions are introduced by using generalized Bivariate Fibonacci polynomials. First, initial Taylor–Maclaurin coefficient estimates are determined for these new subclasses and then, the famous Fekete–Szegö problem is investigated for the functions belonging to these new subclasses. Finally, for the some special values of parameters several corollaries are presented.
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