Speaker
Marija Bošnjak
Description
The Hanin inequality is a kind of a reverse of the non-weighted arithmetic-quadratic mean inequality defined for non-negative real $n$-tuples, involving maxima of the corresponding $n$-tuple.
In this talk, our goal is to extend the Hanin inequality in several directions. We first give two-parametric extension of the basic inequality, as well as its refinement. Then, we discuss the corresponding weighted forms of the established results. Finally, we derive several complex extensions of the Hanin inequality.
Primary author
Co-authors
Mario Krnic
(University of Zagreb, Faculty of Electrical Engineering and Computing)
Tibor Poganj
(University of Rijeka, Croatia)
