A Note on Coefficient Inequalities for Certain Classes of Ruscheweyh Type Analytic Functions in Conic Regions

Alsarari, Fuad; Latha, S.

doi:10.18576/msl/050208

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Journal Of Mathematics1

Theorem 11 ([9]1

Introduction1

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2022

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Cited by 3 publications

(4 citation statements)

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“…where λ-V (j,i) (X, Y) is the functions classes studied by Al-Sarari and Latha (see [18]). (ii) If we set…”

Section: Journal Of Mathematicsmentioning

confidence: 99%

Coefficient Inequalities for a Subclass of Symmetric q ‐Starlike Functions Involving Certain Conic Domains

Khan

Aracı

et al. 2022

Journal of Mathematics

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In this paper, we make use of a certain Ruscheweyh-type q -differential operator to introduce and study a new subclass of q -starlike symmetric functions, which are associated with conic domains and the well-known celebrated Janowski functions in D . We then investigate many properties for the newly defined functions class, including for example coefficients inequalities, the Fekete–Szegö Problems, and a sufficient condition. There are also relevant connections between the results provided in this study and those in a number of other published articles on this subject.

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“…where λ-V (j,i) (X, Y) is the functions classes studied by Al-Sarari and Latha (see [18]). (ii) If we set…”

Section: Journal Of Mathematicsmentioning

confidence: 99%

Coefficient Inequalities for a Subclass of Symmetric q ‐Starlike Functions Involving Certain Conic Domains

Khan

Aracı

et al. 2022

Journal of Mathematics

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“…Al-Sarari and Latha [2] defined the following class using the concepts (j, i)-symmetric functions. A function f is said to be in the class k-V …”

Section: Theorem 11 ([9]mentioning

confidence: 99%

“…Also S (0,2) , S (1,2) , and S (1,i) are called even, odd, and i-symmetric functions respectively. For Janowski type functions associated with ksymmetric points, see [8].…”

Section: Introductionmentioning

confidence: 99%

On a new class of (j,i)-Symmetric function on conic regions

Hussain¹,

Alamri²,

Darus³

2017

J. Nonlinear Sci. Appl.

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“…Denote the family of all [3,9,10,14]. In this paper we will study the covering theorem also the quotient of analytical representations of starlikeness and convexity with respect to k j, -symmetric points, we will study the expression…”

mentioning

confidence: 99%

Some Results in Generalization of Janowski Functions Associated with (j,k)-Symmetric Points

K¹,

Sarari²,

Latha³

2018

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A Note on Coefficient Inequalities for Certain Classes of Ruscheweyh Type Analytic Functions in Conic Regions

Cited by 3 publications

References 0 publications

Coefficient Inequalities for a Subclass of Symmetric q ‐Starlike Functions Involving Certain Conic Domains

Coefficient Inequalities for a Subclass of Symmetric q ‐Starlike Functions Involving Certain Conic Domains

On a new class of (j,i)-Symmetric function on conic regions

Some Results in Generalization of Janowski Functions Associated with (j,k)-Symmetric Points

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