AbstractWe introduce a certain general class νpλ(a, c, A, B) of multivalent analytic functions in the open unit disc involving a linear operator. The object of the present is to investigate various properties and characteristics of this class by using the techniques of Briot-Bouquet differential subordination
In this paper, we apply fractional differintegral operator and study various properties of different...
AbstractRecently Srivastava et al. [J. Dziok, H.M. Srivastava, Certain subclasses of analytic functi...
In the present paper we investigate a class of multivalently analytic functions which essentially in...
AbstractWe introduce a certain general class νpλ(a, c, A, B) of multivalent analytic functions in th...
In this paper, using the linear operator dλ ,l (a, c, μ ) defined by a convolution product [2] we in...
AbstractLet A(p,k)(p,k∈N={1,2,3,…}) be the class of functions f(z)=zp+ap+kzp+k+⋯ which are analytic ...
AbstractThe authors investigate various inclusion and other properties of several subclasses of the ...
AbstractBy making use of a familiar analogue of the Ruscheweyh derivative as well as of the principl...
AbstractMaking use of a certain linear operator, which is defined here by means of the Hadamard prod...
AbstractBy making use of a general linear operator Ipλ(a,c), the authors introduce several new subcl...
AbstractIn the present paper an extended fractional differintegral operator Ωz(λ,p) (−∞<λ<p+1;p∈N), ...
AbstractBy making use of the principle of subordination connecting analytic functions and the Liu–Ow...
In this paper, we apply fractional differintegral operator and study various properties of different...
In this paper, we apply fractional differintegral operator and study various properties of different...
In this paper, we apply fractional differintegral operator and study various properties of different...
In this paper, we apply fractional differintegral operator and study various properties of different...
AbstractRecently Srivastava et al. [J. Dziok, H.M. Srivastava, Certain subclasses of analytic functi...
In the present paper we investigate a class of multivalently analytic functions which essentially in...
AbstractWe introduce a certain general class νpλ(a, c, A, B) of multivalent analytic functions in th...
In this paper, using the linear operator dλ ,l (a, c, μ ) defined by a convolution product [2] we in...
AbstractLet A(p,k)(p,k∈N={1,2,3,…}) be the class of functions f(z)=zp+ap+kzp+k+⋯ which are analytic ...
AbstractThe authors investigate various inclusion and other properties of several subclasses of the ...
AbstractBy making use of a familiar analogue of the Ruscheweyh derivative as well as of the principl...
AbstractMaking use of a certain linear operator, which is defined here by means of the Hadamard prod...
AbstractBy making use of a general linear operator Ipλ(a,c), the authors introduce several new subcl...
AbstractIn the present paper an extended fractional differintegral operator Ωz(λ,p) (−∞<λ<p+1;p∈N), ...
AbstractBy making use of the principle of subordination connecting analytic functions and the Liu–Ow...
In this paper, we apply fractional differintegral operator and study various properties of different...
In this paper, we apply fractional differintegral operator and study various properties of different...
In this paper, we apply fractional differintegral operator and study various properties of different...
In this paper, we apply fractional differintegral operator and study various properties of different...
AbstractRecently Srivastava et al. [J. Dziok, H.M. Srivastava, Certain subclasses of analytic functi...
In the present paper we investigate a class of multivalently analytic functions which essentially in...
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