On Grüss type inequalities of Dragomir and Fedotov.
On Grüss type integral inequalities.
On H. Weyl and H. Minkowski polynomials.
On Hadamard integral inequalities involving two log-preinvex functions.
On Hadamard type inequalities for generalized weighted quasi-arithmetic means.
On Hadamard type polynomial convolutions with regularly varying sequences
On Hadamard's inequality on a disk.
On Hadamard-type inequalities involving several kinds of convexity.
On Hardy -inequalities
Some -analysis variants of Hardy type inequalities of the form with sharp constant are proved and discussed. A similar result with the Riemann-Liouville operator involved is also proved. Finally, it is pointed out that by using these techniques we can also obtain some new discrete Hardy and Copson type inequalities in the classical case.
On Hardy type inequality with non-isotropic kernels.
On Hardy-Hilbert integral inequalities with some parameters.
On Hardy-Hilbert's integral inequality.
On Hardy-Hilbert's integral inequality with parameters.
On Hardy's inequality in .
On harmonic quasiconformal quasi-isometries.
On Heisenberg and local uncertainty principles for the -Dunkl transform.
On Henstock-Dunford and Henstock-Pettis integrals.
On Henstock-Kurzweil method to Stratonovich integral
We use the general Riemann approach to define the Stratonovich integral with respect to Brownian motion. Our new definition of Stratonovich integral encompass the classical Stratonovich integral and more importantly, satisfies the ideal Itô formula without the “tail” term, that is, Further, the condition on the integrands in this paper is weaker than the classical one.
On Hilbert-Pachpatte multiple integral inequalities.
On Hilbert's inequality for double series and its applications.