The Miller–Ross-type Poisson distribution is an important model for plenty of real-world
applications. In the present analysis, we study and introduce a new class of bi-univalent …

We present a new family of s-fold symmetrical bi-univalent functions in the open unit disc in
this work. We provide estimates for the first two Taylor–Maclaurin series coefficients for these …

In the current work, we introduce a special family of the function family of analytic and m-fold
symmetric bi-univalent functions and obtain estimates of the Taylor–Maclaurin coefficients …

By using k‐Fibonacci numbers, we present a comprehensive family of regular and
biunivalent functions of the type gz= z+∑ j= 2∞ djzj in the open unit disc D. We estimate the …

Abstract Using the Al-Oboudi type operator, we present and investigate two special families
of bi-univalent functions connected with the activation function φ (s)= 2/(1+ e− s), s∈ R and k …

In this study, we present a novel family of holomorphic and bi-univalent functions, denoted
as E Ω (η, ε; Ϝ). We establish the coefficient bounds for this family by utilizing the …

In this paper, we introduce a special family M σ m (τ, ν, η, φ) of the function family σ m of m-
fold symmetric bi-univalent functions defined in the open unit disc D and obtain estimates of …

Making use of Horadam polynomials, we propose a special family of regular functions of the
type gz= z+∑ j= 2∞ djzj which are bi‐univalent (or bi‐schlicht) in the disc {z∈ ℂ:| z|< 1}. We …

Abstract Using the Al-Oboudi type operator, we present and investigate two special families
of bi-univalent functions in $\mathfrak {D} $, an open unit disc, based on $\phi (s)=\frac …

We introduce a new subclass J Σ η, δ, μ (p˜) of bi-univalent functions, defined by shell-like
curves connected with Fibonacci numbers. Our main results in this paper include estimates …