MMN-1404
Refinements of the lower bounds of Jensen's functional revisited
Abstract
The functional defined as the difference of the right-hand and the left-hand side of Jensen's inequality is called Jensen's functional. The aim of this paper is to study its lower bounds. More precisely, some refinements of its lower bounds are recaptured under more relaxed conditions on the $n$-tuple $\textbf{x}$.
Vol. 16 (2015), No. 2, pp. 833-842
DOI: 10.18514/MMN.2015.1404