Add to ORKGYoung's integral inequality is reformulated with upper and lower bounds for the remainder. The new inequalities improve Young's integral inequality on all time scales, such that the case where equality holds becomes particularly transparent in this new presentation. The corresponding results for difference equations are given, and several examples are included. We extend these results to piecewise-monotone functions as well
Our aim in this paper is to investigate some new integral inequalities on time scales, which provid...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provide...
AbstractThe best possible constant Dpqt in the inequality |∫∫ dx dy f(x)g(x − y) h(y)| ⩽ Dpqt | f |p...
Abstract. Young’s integral inequality is reformulated with upper and lower bounds for the remainder....
International audienceWe give a new proof of the sharp form of Young's inequality for convolutions, ...
AbstractThe best possible constant Dpqt in the inequality |∫∫ dx dy f(x)g(x − y) h(y)| ⩽ Dpqt | f |p...
In this paper, we present some generalizations and improvements of a new integral inequality from th...
AbstractIn the present paper we establish some new inequalities related to a certain integral inequa...
AbstractIn the present paper we establish some new integral inequalities related to a certain inequa...
AbstractIn the present paper we establish some new inequalities related to a certain integral inequa...
AbstractSome integral inequalities for generalized monotone functions of one variable and an integra...
This is a survey and expository article. Some new developments on refinements, generalizations, and ...
In this paper we improve some integral inequalities recently obtained by H. Gauchman involving Taylo...
Abstract. This is a survey and expository article. Some new developments on refinements, generalizat...
Abstract. In this article we study some results related to integral inequal-ities by using Hölder’s...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provid...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provide...
AbstractThe best possible constant Dpqt in the inequality |∫∫ dx dy f(x)g(x − y) h(y)| ⩽ Dpqt | f |p...
Abstract. Young’s integral inequality is reformulated with upper and lower bounds for the remainder....
International audienceWe give a new proof of the sharp form of Young's inequality for convolutions, ...
AbstractThe best possible constant Dpqt in the inequality |∫∫ dx dy f(x)g(x − y) h(y)| ⩽ Dpqt | f |p...
In this paper, we present some generalizations and improvements of a new integral inequality from th...
AbstractIn the present paper we establish some new inequalities related to a certain integral inequa...
AbstractIn the present paper we establish some new integral inequalities related to a certain inequa...
AbstractIn the present paper we establish some new inequalities related to a certain integral inequa...
AbstractSome integral inequalities for generalized monotone functions of one variable and an integra...
This is a survey and expository article. Some new developments on refinements, generalizations, and ...
In this paper we improve some integral inequalities recently obtained by H. Gauchman involving Taylo...
Abstract. This is a survey and expository article. Some new developments on refinements, generalizat...
Abstract. In this article we study some results related to integral inequal-ities by using Hölder’s...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provid...
Our aim in this paper is to investigate some new integral inequalities on time scales, which provide...
AbstractThe best possible constant Dpqt in the inequality |∫∫ dx dy f(x)g(x − y) h(y)| ⩽ Dpqt | f |p...