Add to ORKG[[abstract]]The aim of this paper is to obtain integral mean inequalities for the generalized fractional derivatives of order + (0 < 1, 0 n) of functions belonging to certain general subclass of analytic multivalent functions. Some properties of this general subclass of functions are also proved. Our results generalize various integral mean inequalities obtained recently by Sekine et. al.(2002)and others
With the great progress of fractional calculus, integral inequalities have been greatly enriched by ...
Abstract Fractional inequalities are useful in establishing the uniqueness of solution for partial d...
A large variety of very general Lp (1 ≤ p ≤ ∞) form Opial type inequalities ([10]) is presented invo...
[[abstract]]The aim of this paper is to obtain integral mean inequalities for the generalized fracti...
ABSTRACT. Integral means inequalities are obtained for the fractional derivatives of order p + λ (0 ...
Integral means inequalities are obtained for the fractional derivatives of order of functions belo...
Abstract. This paper investigates a class of sharp integral means inequalities involving fractional ...
Integral means inequalities are obtained for the fractional derivatives of order p+ λ(0≤ p ≤ n, 0 ≤ ...
A large variety of Lp (p \u3e 0) form very general Opial type inequalities are presented engaging di...
In this paper, we define and study some subclasses of multivalent analytic functions of higher order...
Abstract. In this paper, we define new classes of analytic functions using a general derivative oper...
First of all, the generalized Pompeiu's mean value theorem is established. Then, some generalized Po...
First of all, the generalized Pompeius mean value theorem is established. Then, some generalized Pom...
In this paper, we give generalization of an integral inequality. We find its applications in fractio...
(1) Background: There is an increasing amount of information in complex domains, which necessitates ...
With the great progress of fractional calculus, integral inequalities have been greatly enriched by ...
Abstract Fractional inequalities are useful in establishing the uniqueness of solution for partial d...
A large variety of very general Lp (1 ≤ p ≤ ∞) form Opial type inequalities ([10]) is presented invo...
[[abstract]]The aim of this paper is to obtain integral mean inequalities for the generalized fracti...
ABSTRACT. Integral means inequalities are obtained for the fractional derivatives of order p + λ (0 ...
Integral means inequalities are obtained for the fractional derivatives of order of functions belo...
Abstract. This paper investigates a class of sharp integral means inequalities involving fractional ...
Integral means inequalities are obtained for the fractional derivatives of order p+ λ(0≤ p ≤ n, 0 ≤ ...
A large variety of Lp (p \u3e 0) form very general Opial type inequalities are presented engaging di...
In this paper, we define and study some subclasses of multivalent analytic functions of higher order...
Abstract. In this paper, we define new classes of analytic functions using a general derivative oper...
First of all, the generalized Pompeiu's mean value theorem is established. Then, some generalized Po...
First of all, the generalized Pompeius mean value theorem is established. Then, some generalized Pom...
In this paper, we give generalization of an integral inequality. We find its applications in fractio...
(1) Background: There is an increasing amount of information in complex domains, which necessitates ...
With the great progress of fractional calculus, integral inequalities have been greatly enriched by ...
Abstract Fractional inequalities are useful in establishing the uniqueness of solution for partial d...
A large variety of very general Lp (1 ≤ p ≤ ∞) form Opial type inequalities ([10]) is presented invo...