On the Jensen functional and superterzaticity
Flavia-Corina Mitroi-Symeonidis
TL;DR
This paper explores bounds for the Jensen functional and investigates superterzatic functions, providing new insights into their properties and relationships.
Contribution
It introduces new results and perspectives on superterzatic functions and their bounds within the context of Jensen's inequality.
Findings
Derived new bounds for the Jensen functional.
Clarified the concept of superterzatic functions.
Connected superterzaticity with Jensen's inequality.
Abstract
In this note we describe some results concerning upper and lower bounds for the Jensen functional. We use several known and new results to shed light on the concepts of superterzatic functions.
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