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Refinement of Jensen's inequality for operator convex functions (CROSBI ID 209994)
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Horvath, Laszlo ; Khan, Khuram Ali ; Pečarić, Josip
Refinement of Jensen's inequality for operator convex functions // Advances in inequalities and applications, 2014 (2014), 2014:26-1-2014:26-17
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Horvath, Laszlo ; Khan, Khuram Ali ; Pečarić, Josip
engleski
Refinement of Jensen's inequality for operator convex functions
In this paper, we give a refinement of discrete Jensen’s inequality for the operator convex functions. We launch the corresponding mixed symmetric means for positive self-adjoint operators defined on Hilbert space and also establish the refinement of inequality between power means of strictly positive operators.
self-adjoint operators; operator convex functions; operator means; symbolic calculus
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