We present a detailed great variety of Hardy type fractional inequalities under convexity and Lp norm in the setting of generalized Prabhakar and Hilfer fractional calculi of left and right integrals and derivatives. The radial multivariate case of the above over a spherical shell is developed in detail to all directions. Many inequalities are of vectorial splitting rational Lp type or of separating rational Lp type, others involve ratios of functions and of fractional integral operators
Here we present Hilfer-Polya, ψ -Hilfer Ostrowski and ψ -Hilfer-Hilbert-Pachpatte types fractional i...
We introduce here the mixed generalized multivariate Prabhakar type left and right fractional integr...
ABSTRACT: Here is introduced the concept of multivariate fractional dierentiation especially of the ...
We present a detailed great variety of Hardy type fractional inequalities under convexity and Lp nor...
We present a variety of univariate and multivariate left and right side Hardy type fractional inequa...
We present a series of left and right side Hardy type fractional inequalities under convexity in the...
Here we introduce the generalized Prabhakar fractional calculus and we also combine it with the gene...
Here we present vectorial general integral inequalities involving products of multivariate convex an...
Here we introduce the generalized Prabhakar fractional calculus and we also combine it with the gene...
Here we present a thorough collection of Opial and Hardy type fractional inequalities involving also...
Here we present Iyengar type integral inequalities. At the univariate level they involve ψ -Hilfer l...
Here we present Iyengar type integral inequalities. At the univariate level they involve -Hilfer lef...
Here we present integral inequalities for convex and increasing functions applied to products of fun...
The aim of this paper is to establish some new weighted Hardy-type inequalities involving convex and...
Here is introduced the concept of multivariate fractional differentiation especially of the fraction...
Here we present Hilfer-Polya, ψ -Hilfer Ostrowski and ψ -Hilfer-Hilbert-Pachpatte types fractional i...
We introduce here the mixed generalized multivariate Prabhakar type left and right fractional integr...
ABSTRACT: Here is introduced the concept of multivariate fractional dierentiation especially of the ...
We present a detailed great variety of Hardy type fractional inequalities under convexity and Lp nor...
We present a variety of univariate and multivariate left and right side Hardy type fractional inequa...
We present a series of left and right side Hardy type fractional inequalities under convexity in the...
Here we introduce the generalized Prabhakar fractional calculus and we also combine it with the gene...
Here we present vectorial general integral inequalities involving products of multivariate convex an...
Here we introduce the generalized Prabhakar fractional calculus and we also combine it with the gene...
Here we present a thorough collection of Opial and Hardy type fractional inequalities involving also...
Here we present Iyengar type integral inequalities. At the univariate level they involve ψ -Hilfer l...
Here we present Iyengar type integral inequalities. At the univariate level they involve -Hilfer lef...
Here we present integral inequalities for convex and increasing functions applied to products of fun...
The aim of this paper is to establish some new weighted Hardy-type inequalities involving convex and...
Here is introduced the concept of multivariate fractional differentiation especially of the fraction...
Here we present Hilfer-Polya, ψ -Hilfer Ostrowski and ψ -Hilfer-Hilbert-Pachpatte types fractional i...
We introduce here the mixed generalized multivariate Prabhakar type left and right fractional integr...
ABSTRACT: Here is introduced the concept of multivariate fractional dierentiation especially of the ...