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Operator $m$-convex functions
generalize the celebrated Jensen inequality for continuous $m$-convex functions and Hilbert space operators and then use suitable weight functions to give some weighted refinements of it.
Introducing the notion of operator $m$-convexity, we...
More on operator Bellman inequality
We present a Bellman inequality involving operator means for
operators acting on a Hilbert space. We also give some Bellman
inequalities concerning sesquilinear forms. Finally, we refine the
Jensen's ...
Jensen inequalities for P-class functions
an operator version of the
Jensen inequality for P-class functions. Introducing operator (mid) P-class functions, we
present some characterizations for such functions....
Jensen operator inequality for Q-class functions
A Jensen inequality for some unital n-tuples of positive linear maps,
n-tuples of self-adjoint operators and continuous Q-class functions under
certain conditions is proved....
Operator extensions of Hua s inequality
Jensen inequality in the content of Hilbert
C∗-modules, another extension of Hua’s inequality is obtained.We
also present an operator Hua’s inequality, which is equivalent to
operator convexity of given continuous real function....