On Ostrowski-type inequalities for higher-order partial derivatives.
On Ozeki's inequality.
On Ozeki’s inequality for power sums
Let be a real number and let be an even integer. We determine the largest value such that the inequality holds for all real numbers which are pairwise distinct and satisfy . Our theorem completes results of Ozeki, Mitrinović-Kalajdžić, and Russell, who found the optimal value in the case and odd, and in the case and even.
On perturbed trapezoid inequalities.
On quadrature rules, inequalities and error bounds.
On refinements of Aczél, Popoviciu, Bellman's inequalities and related results.
On refinements of certain inequalities for means
In this paper we obtain certain refinements (and new proofs) for inequalities involving means, results attributed to Carlson; Leach and Sholander; Alzer; Sndor; and Vamanamurthy and Vuorinen.
On relations of coefficient conditions.
On reverse Hardy's inequality.
On reverses of some inequalities in -inner product spaces.
On several new inequalities close to Hilbert-Pachpatte's inequality.
On Simpson's inequality and applications.
On some advanced integral inequalities and their applications.
On some applications of the ag inequality in information theory.
On Some Difference Inequalities
On some discrete inequalities in two independent variables
In this paper we establish some new nonlinear difference inequalities. We also present an application of one inequality to certain nonlinear sum-difference equation.
On some extensions of Hardy-Hilbert's inequality and applications.
On some Feng Qi type -integral inequalities.
On some Feng Qi type -integral inequalities.
On some fractional order Hardy inequalities.