Add to ORKGWe look at functions, which are analytic in the open unit disc ( ) n n n zazzf ∑+= =2 {}1: <=Δ zz. For πα < and δα>cos, let ()δα,G denote the class of functions,, for which f ( ) ( ) 0100 =−′ = ff () ( ) δα>⎭⎬ zg zfeiRe in Δ and Kg ∈. In this paper, we obtain some results related to its bounds for the radius of convexity
ABSTRACT. A class Tk of analytic functions in the unit disc is defined in which the concept of close...
Let Mβ(α)[α≥0 and β≥0] denote the class of all functionsf(z)=z+∑n=2∞anznanalytic in the unit dis...
AbstractBohrʼs inequality for the class of analytic functions mapping the unit disk into the exterio...
Let S*(α) denote the class of functions analytic inzα,0≦αα,0≦α<1, forz<1. The functions in S*(a,α) a...
In [2], MacGregor found the radius of convexity of the functions f(z)=z+a2z2+a3z3+…, analytic and un...
In [2], MacGregor found the radius of convexity of the functions f(z)=z+a2z2+a3z3+…, analytic and un...
We consider functions f analytic in the unit disc and assume the power series representation of the ...
Let Gα ,β (γ ,δ ) denote the class of function f (z), f (0) = f ′(0)−1= 0 which satisfied e δ {αf ′(...
In this work, we introduce and investigate an interesting subclass Xt(γ) of analytic and close-to-co...
Let Gα ,β (γ ,δ ) denote the class of function f (z), f (0) = f ′(0)−1= 0 which satisfied e δ {αf ′(...
The aim of this paper is to give bounds of the radius of -convexity for certain families of analytic...
In [2], MacGregor found the radius of convexity of the functions f(z)=z+a2z2+a3z3+…, analytic and un...
AbstractWe consider the classes of analytic functions introduced recently by K.I. Noor which are def...
Abstract. For functions f (z) = zp+an+1zp+1+· · · defined on the open unit disk, the con-dition Re ...
Let $Gleft( {alpha ,delta } right)$ denote the class of function $f$, $fleft( 0 right)={f}\u27left( ...
ABSTRACT. A class Tk of analytic functions in the unit disc is defined in which the concept of close...
Let Mβ(α)[α≥0 and β≥0] denote the class of all functionsf(z)=z+∑n=2∞anznanalytic in the unit dis...
AbstractBohrʼs inequality for the class of analytic functions mapping the unit disk into the exterio...
Let S*(α) denote the class of functions analytic inzα,0≦αα,0≦α<1, forz<1. The functions in S*(a,α) a...
In [2], MacGregor found the radius of convexity of the functions f(z)=z+a2z2+a3z3+…, analytic and un...
In [2], MacGregor found the radius of convexity of the functions f(z)=z+a2z2+a3z3+…, analytic and un...
We consider functions f analytic in the unit disc and assume the power series representation of the ...
Let Gα ,β (γ ,δ ) denote the class of function f (z), f (0) = f ′(0)−1= 0 which satisfied e δ {αf ′(...
In this work, we introduce and investigate an interesting subclass Xt(γ) of analytic and close-to-co...
Let Gα ,β (γ ,δ ) denote the class of function f (z), f (0) = f ′(0)−1= 0 which satisfied e δ {αf ′(...
The aim of this paper is to give bounds of the radius of -convexity for certain families of analytic...
In [2], MacGregor found the radius of convexity of the functions f(z)=z+a2z2+a3z3+…, analytic and un...
AbstractWe consider the classes of analytic functions introduced recently by K.I. Noor which are def...
Abstract. For functions f (z) = zp+an+1zp+1+· · · defined on the open unit disk, the con-dition Re ...
Let $Gleft( {alpha ,delta } right)$ denote the class of function $f$, $fleft( 0 right)={f}\u27left( ...
ABSTRACT. A class Tk of analytic functions in the unit disc is defined in which the concept of close...
Let Mβ(α)[α≥0 and β≥0] denote the class of all functionsf(z)=z+∑n=2∞anznanalytic in the unit dis...
AbstractBohrʼs inequality for the class of analytic functions mapping the unit disk into the exterio...