In this paper our aim is to deduce some sufficient conditions and inclusion properties for
Mittag-Leffler-type Poisson distribution series Ψ α, β m\(z\)= z+∑ n= 2∞ Γ\(β\) mn− 1 Γ\(α\(n …

In the present paper, we determine necessary and sufficient conditions for the Pascal
distribution series to be in the subclasses S (k, λ) and C (k, λ) of analytic functions. Further …

The main object of this paper is to provide necessary and sufficient conditions for the
generalized Struve functions of first kind to be in the classes 𝒮 (k, λ) and 𝒞 (k, λ) …

In the present paper, we determine new characterisations of the subclasses TS∗ C (α, β; γ)
and TCC (α, β; γ) of analytic functions associated with Pascal distribution series Φ qm (z) …

In this existing paper, it is aimed to set up bonds among diverse subclasses of harmonic
univalent functions by implementing specific convolution operator including Pascal …

In this paper, we find the necessary and sufficient conditions and inclusion relations for
normalized Mittag-Leffler-type Poisson distribution series to be in the class in the class T (λ …

Inclusion relations for some classes of analytic functions involving Pascal distribution series
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The purpose of the present paper is to find the necessary and sufficient condition and
inclusion relation for Pascal distribution series to be in the subclass TCq (λ, α) of analytic …

In the present paper, we determine sufficient conditions for the Pascal distribution series P
(X= r)=\left ()\, q^ r (1-q)^ m, P (X= r)= r+ m-1 m-1 qr (1-q) m, to be in the subclasses of k …

The purpose of this paper was to define a new class of close-to-convex function, denoted by
CV (δ, α), which is a subclass of all functions that are univalent in D and have positive …