On a property of Gram's determinant.
On a question of Milman and Alesker concerning the monotonicity of a domain functional.
On a reverse of a Hardy-Hilbert type inequality.
On a reverse of Jessen's inequality for isotonic linear functionals.
On a strengthened Hardy-Hilbert inequality.
On a superadditivity property of Gram's determinant.
On a symmetric divergence measure and information inequalities.
On a Variant of the Gagliardo-Nirenberg Inequality Deduced from the Hardy Inequality
We obtain new variants of weighted Gagliardo-Nirenberg interpolation inequalities in Orlicz spaces, as a consequence of weighted Hardy-type inequalities. The weights we consider need not be doubling.
On a variant of the Hardy inequality between weighted Orlicz spaces
Let M be an N-function satisfying the Δ₂-condition, and let ω, φ be two other functions, with ω ≥ 0. We study Hardy-type inequalities , where u belongs to some set of locally absolutely continuous functions containing . We give sufficient conditions on the triple (ω,φ,M) for such inequalities to be valid for all u from a given set . The set may be smaller than the set of Hardy transforms. Bounds for constants are also given, yielding classical Hardy inequalities with best constants.
On a ?-Wright convexity and the converse of Minkowsi's inequality.
On an extension of Shapiro's cyclic inequality.
On an identity for the Chebychev functional and some ramifications.
On an inequality conjectured by T. J. Lyons.
On an inequality for entire functions.
On an inequality in nonlinear thermoelasticity.
On an inequality of Diananda.
On an inequality of Diananda. II.
On an inequality of Diananda. III.
On an inequality of Diananda. IV.
On an inequality of Feng Qi.