A note on the Jensen inequality for self-adjoint operators. II
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🧮 math.FA
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operatorsrelationinequalityjensenantisymmetriccertainconsidercontinuation
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This is a continuation of our previous paper. We consider a certain order-like relation for positive operators on a Hilbert space. This relation is defined by using the Jensen inequality with respect to the square-root function. We show that this relation is antisymmetric if the operators are invertible.
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