AbstractIn this paper we prove a rearrangement inequality that generalizes inequalities given in the book by Hardy, Littlewood and Pólya1 and by Luttinger and Friedberg.2 The inequality for an integral of a product of functions of one variable is further extended to the case of functions of several variables
We give a simple proof of a reverse convolution-inequality of two characteristic functions on IR and...
In this paper we consider some important integral inequalities. The integral function is given some ...
This article is the second and final part of the author’s work published in the previous issue of t...
AbstractIn this paper we prove a rearrangement inequality that generalizes inequalities given in the...
AbstractThe inequalities of Hardy–Littlewood and Riesz say that certain integrals involving products...
Let smooth on with for . Furthermore, let nonnegative and bounded functions on with compact su...
AbstractA relative of the rearrangement inequality of Hardy, Littlewood, and Polya is presented. Fro...
AbstractThe main purpose of this paper is to prove the following result about the Hardy-Littlewood d...
AbstractWe develop some new properties of the relative rearrangement. Some of these properties gener...
In the article, using Taylor's formula for functions of several variables, the author establishes so...
AbstractIn the article, using Taylor's formula for functions of several variables, the author establ...
ABSTRACT. – We give an alternative proof of a theorem by Brothers and Ziemer concerning extremal fun...
We give an alternative proof of a theorem by Brothers and Ziemer concerning extremal functions in th...
AbstractSome integral inequalities for generalized monotone functions of one variable and an integra...
AbstractLet f be a Lebesgue measurable function on I = [0, 1] which is finite-valued almost everywhe...
We give a simple proof of a reverse convolution-inequality of two characteristic functions on IR and...
In this paper we consider some important integral inequalities. The integral function is given some ...
This article is the second and final part of the author’s work published in the previous issue of t...
AbstractIn this paper we prove a rearrangement inequality that generalizes inequalities given in the...
AbstractThe inequalities of Hardy–Littlewood and Riesz say that certain integrals involving products...
Let smooth on with for . Furthermore, let nonnegative and bounded functions on with compact su...
AbstractA relative of the rearrangement inequality of Hardy, Littlewood, and Polya is presented. Fro...
AbstractThe main purpose of this paper is to prove the following result about the Hardy-Littlewood d...
AbstractWe develop some new properties of the relative rearrangement. Some of these properties gener...
In the article, using Taylor's formula for functions of several variables, the author establishes so...
AbstractIn the article, using Taylor's formula for functions of several variables, the author establ...
ABSTRACT. – We give an alternative proof of a theorem by Brothers and Ziemer concerning extremal fun...
We give an alternative proof of a theorem by Brothers and Ziemer concerning extremal functions in th...
AbstractSome integral inequalities for generalized monotone functions of one variable and an integra...
AbstractLet f be a Lebesgue measurable function on I = [0, 1] which is finite-valued almost everywhe...
We give a simple proof of a reverse convolution-inequality of two characteristic functions on IR and...
In this paper we consider some important integral inequalities. The integral function is given some ...
This article is the second and final part of the author’s work published in the previous issue of t...
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