AbstractIn this paper we use a generalization of the Čebyšev inequality for products of functions defined on cells X in Rr as proved recently by R. R. Janič and the present authors to obtain a number of quite general inequalities. As particular cases we obtain multidimensional integral versions of inequalities of Mitra, Stanković and Milovanović, Dunkel and Vasić and Milovanović
AbstractWe obtain a new integral inequality in which the integrals are taken over a certain bounded ...
summary:The integral inequalities known for the Lebesgue integral are discussed in the framework of ...
AbstractThe aim of the present paper is to establish some new integral inequalities of Opial type in...
AbstractThe aim of the present note is to establish some new integral inequalities involving functio...
AbstractSome integral inequalities for generalized monotone functions of one variable and an integra...
AbstractThe aim of the present paper is to establish some multidimensional Poincaré-type integral in...
In this short note, we give a positive answer to an open problem posed by F. Qi in the paper Several...
AbstractIn this paper we prove a rearrangement inequality that generalizes inequalities given in the...
AbstractThe aim of the paper is to establish some new integral inequalities involving two functions ...
AbstractAn extension of a convolution inequality of Beesack is given. It is then used to generalize ...
AbstractWe prove a general Chebyshev inequality for monotone functions in higher dimensions. This re...
AbstractThe authors use their recently proved integral inequality to obtain bounds for the covarianc...
Well known lemmas touching useful integral inequalities for positive functions may be generalized. T...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...
Recently, several authors have investigated Chebyshev type inequalities for numerous fractional inte...
AbstractWe obtain a new integral inequality in which the integrals are taken over a certain bounded ...
summary:The integral inequalities known for the Lebesgue integral are discussed in the framework of ...
AbstractThe aim of the present paper is to establish some new integral inequalities of Opial type in...
AbstractThe aim of the present note is to establish some new integral inequalities involving functio...
AbstractSome integral inequalities for generalized monotone functions of one variable and an integra...
AbstractThe aim of the present paper is to establish some multidimensional Poincaré-type integral in...
In this short note, we give a positive answer to an open problem posed by F. Qi in the paper Several...
AbstractIn this paper we prove a rearrangement inequality that generalizes inequalities given in the...
AbstractThe aim of the paper is to establish some new integral inequalities involving two functions ...
AbstractAn extension of a convolution inequality of Beesack is given. It is then used to generalize ...
AbstractWe prove a general Chebyshev inequality for monotone functions in higher dimensions. This re...
AbstractThe authors use their recently proved integral inequality to obtain bounds for the covarianc...
Well known lemmas touching useful integral inequalities for positive functions may be generalized. T...
AbstractIn this paper we define an addition operation on the class of quasi-concave functions. While...
Recently, several authors have investigated Chebyshev type inequalities for numerous fractional inte...
AbstractWe obtain a new integral inequality in which the integrals are taken over a certain bounded ...
summary:The integral inequalities known for the Lebesgue integral are discussed in the framework of ...
AbstractThe aim of the present paper is to establish some new integral inequalities of Opial type in...
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