On certain inequalities involving the Lambert W function.
On certain inequalities related to the Seitz inequality.
On certain means of two arguments and their extensions.
On certain new Gronwall-Ou-Iang type integral inequalities in two variables and their applications.
On certain new integral inequalities and their applications.
On Chebyshev type inequalities involving functions whose derivatives belong to spaces via isotonic functionals.
On continuous convex or concave functions with respect to the logarithmic mean
On Continuous Solutions of a Functional Inequality.
On convergence of -series involving basic hypergeometric series.
On co-ordinated quasi-convex functions
A function , where is an interval, is said to be a convex function on if holds for all and . There are several papers in the literature which discuss properties of convexity and contain integral inequalities. Furthermore, new classes of convex functions have been introduced in order to generalize the results and to obtain new estimations. We define some new classes of convex functions that we name quasi-convex, Jensen-convex, Wright-convex, Jensen-quasi-convex and Wright-quasi-convex functions...
On equivalence of coefficient conditions.
On equivalence of coefficient conditions. II.
On equivalence of super log Sobolev and Nash type inequalities
We prove the equivalence of Nash type and super log Sobolev inequalities for Dirichlet forms. We also show that both inequalities are equivalent to Orlicz-Sobolev type inequalities. No ultracontractivity of the semigroup is assumed. It is known that there is no equivalence between super log Sobolev or Nash type inequalities and ultracontractivity. We discuss Davies-Simon's counterexample as the borderline case of this equivalence and related open problems.
On error bounds for Gauss-Legendre and Lobatto quadrature rules.
On functional inequalities in a single variable [Book]
On further analogs of Hilbert's inequality.
On further strengthened Hardy-Hilbert's inequality.
On generalization of Cebysev type inequalities.
On generalizations of Grüss inequality in inner product spaces and applications.
On generalizations of L. Yang's inequality.