Some discrete analogue of Poincaré-type integral inequalities involving many functions of many independent variables are established. These in turn can serve as generators of further interesting discrete inequalities.published_or_final_versio
AbstractIn this paper some new inequalities for the Čebyšev functional are presented. They have appl...
AbstractIn the present paper we establish some new inequalities similar to certain extensions of Hil...
We obtained useful identities via generalized Montgomery identities, by which the inequality of Popo...
The main purpose of the present article is to establish some new sharp integral inequalities in 2n i...
AbstractIn this paper, we have established for the first time Opial-type integral inequalities invol...
AbstractThe aim of the present paper is to establish some multidimensional Poincaré-type integral in...
AbstractFriedrichs- and Poincaré-type inequalities are important and widely used in the area of part...
AbstractIn this paper, we first establish local Poincaré-type inequalities with Lp(logL)α-norms for ...
One goal of this paper is to show that a big number of inequalities for functions in L-p(R+), p >= 1...
Abstract. Some discrete analogue of Poincaré-type integral inequalities involving many functions of ...
AbstractIn this paper, we establish the local Poincaré-type inequalities for the composition of the ...
In this paper we make some further generalization of well known Hilbert's inequality and its equival...
International audienceLet f be a real arithmetic function and ∆(n, f) denote the corresponding gener...
AbstractIn this paper, we generalize some integral inequalities to more general situations. We estab...
AbstractWe prove the parametric versions of Arλ(Ω)-weighted integral inequalities for differential f...
AbstractIn this paper some new inequalities for the Čebyšev functional are presented. They have appl...
AbstractIn the present paper we establish some new inequalities similar to certain extensions of Hil...
We obtained useful identities via generalized Montgomery identities, by which the inequality of Popo...
The main purpose of the present article is to establish some new sharp integral inequalities in 2n i...
AbstractIn this paper, we have established for the first time Opial-type integral inequalities invol...
AbstractThe aim of the present paper is to establish some multidimensional Poincaré-type integral in...
AbstractFriedrichs- and Poincaré-type inequalities are important and widely used in the area of part...
AbstractIn this paper, we first establish local Poincaré-type inequalities with Lp(logL)α-norms for ...
One goal of this paper is to show that a big number of inequalities for functions in L-p(R+), p >= 1...
Abstract. Some discrete analogue of Poincaré-type integral inequalities involving many functions of ...
AbstractIn this paper, we establish the local Poincaré-type inequalities for the composition of the ...
In this paper we make some further generalization of well known Hilbert's inequality and its equival...
International audienceLet f be a real arithmetic function and ∆(n, f) denote the corresponding gener...
AbstractIn this paper, we generalize some integral inequalities to more general situations. We estab...
AbstractWe prove the parametric versions of Arλ(Ω)-weighted integral inequalities for differential f...
AbstractIn this paper some new inequalities for the Čebyšev functional are presented. They have appl...
AbstractIn the present paper we establish some new inequalities similar to certain extensions of Hil...
We obtained useful identities via generalized Montgomery identities, by which the inequality of Popo...
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