AbstractIn [1], Dragomir gave an inequality of Simpson's type for functions whose derivatives belong to Lp spaces. Here, we generalize his results using functions whose nth derivatives, n ∈ {2, 3, 4}, belong to Lp spaces
AbstractA partial converse of Jensen's inequality for integrals of norms on Rk is proved
AbstractIn this paper we obtain sufficient conditions for boundedness of every solution and its deri...
AbstractWe give integral representations of error terms in the classical Jensen's inequality as well...
AbstractIn [1], Dragomir gave an inequality of Simpson's type for functions whose derivatives belong...
AbstractA generalization of Ostrowski's inequality for Lipschitzian mappings and applications in num...
Some inequalities in terms of the Gâteaux derivatives related to Jensen's inequality for convex fun...
AbstractWe improve the constant in an Opial-type inequality involving higher-order derivatives of tw...
AbstractThe degree of approximation inLp-spaces by positive linear operators is estimated in terms o...
AbstractThe purpose of this note is to establish the following generalization of Steffensen's inequa...
AbstractIn the theory of partial differential equations one encounters two types of a priori estimat...
In this paper the equivalence between the Campanato spaces and homogeneous Lipschitz spaces is shown...
The results obtained by A. J. Roberts and N. Ujevic in a recent paper are generalised. A number of i...
I studied the concepts of differentiability，derivatives and partial derivatives as the fundamental ...
AbstractUsing some results of Maligranda, we obtain a generalization of the well known Jensen's ineq...
AbstractIn this paper a new proof, based on Džrbašjan's characterization of Hp-spaces in a half-plan...
AbstractA partial converse of Jensen's inequality for integrals of norms on Rk is proved
AbstractIn this paper we obtain sufficient conditions for boundedness of every solution and its deri...
AbstractWe give integral representations of error terms in the classical Jensen's inequality as well...
AbstractIn [1], Dragomir gave an inequality of Simpson's type for functions whose derivatives belong...
AbstractA generalization of Ostrowski's inequality for Lipschitzian mappings and applications in num...
Some inequalities in terms of the Gâteaux derivatives related to Jensen's inequality for convex fun...
AbstractWe improve the constant in an Opial-type inequality involving higher-order derivatives of tw...
AbstractThe degree of approximation inLp-spaces by positive linear operators is estimated in terms o...
AbstractThe purpose of this note is to establish the following generalization of Steffensen's inequa...
AbstractIn the theory of partial differential equations one encounters two types of a priori estimat...
In this paper the equivalence between the Campanato spaces and homogeneous Lipschitz spaces is shown...
The results obtained by A. J. Roberts and N. Ujevic in a recent paper are generalised. A number of i...
I studied the concepts of differentiability，derivatives and partial derivatives as the fundamental ...
AbstractUsing some results of Maligranda, we obtain a generalization of the well known Jensen's ineq...
AbstractIn this paper a new proof, based on Džrbašjan's characterization of Hp-spaces in a half-plan...
AbstractA partial converse of Jensen's inequality for integrals of norms on Rk is proved
AbstractIn this paper we obtain sufficient conditions for boundedness of every solution and its deri...
AbstractWe give integral representations of error terms in the classical Jensen's inequality as well...
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