H. A. Al-Kharsani

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math.CV2014

Differential subordinations and superordinations for generalized Bessel functions

Huda A. Al-Kharsani, Árpád Baricz, K. S. Nisar

Differential subordination and superordination preserving properties for univalent functions in the open unit disk with an operator involving generalized Bessel functions are deriv…

math.CV2014

Univalence of Criteria for Linear Fractional Differential Operator $D_{λ}^{n, α}$ With the Bessel Function

H. A. Al-Kharsani, Abeer M. Al-Zahrani, S. S. Al-Hajri

In this paper our aim is to extend and improve the sufficient conditions for integral operators involving the normalized forms of the generalized Bessel functions of the first kind…

Differential subordinations and superordinations for generalized Bessel functions

Univalence of Criteria for Linear Fractional Differential Operator Dλn,α​ With the Bessel Function

Univalence of Criteria for Linear Fractional Differential Operator $D_{λ}^{n, α}$ With the Bessel Function