AbstractA Bochner-integral formulation of Jensen's inequality is presented for Hermitian matrix-valued functions and measures
AbstractLet f:X→R be a convex mapping and X a Hilbert space. In this paper we prove the following re...
Some theorems of the Jensen type for certain classes of means are given in [7]. Some further general...
Let A be a C*-algebra and φ{symbol} : A → L (H) be a positive unital map. Then, for a convex functio...
AbstractMany converses of Jensen's inequality for convex functions can be found in the literature. H...
AbstractA Bochner-integral formulation of Jensen's inequality is presented for Hermitian matrix-valu...
AbstractA variant of Jensen’s operator inequality for convex functions, which is a generalization of...
Jensen's inequality states for a random variable X with values in Rd and existing expectation and f...
The main results of this paper over sucient conditions in order that an approximate lower Hermite-Ha...
In this paper we give refinements of Jensen-Mercer's inequality and its generalizations and give app...
AbstractWe give Jensen’s inequality for n-tuples of self-adjoint operators, unital n-tuples of posit...
The main results of this paper offer sufficient conditions in order that an approximate lower Hermit...
We prove generalizations of Jensen\u2019s integral inequality for proper convex functions defined on...
AbstractWe give a matrix version of the scalar inequality f(a+b)⩽f(a)+f(b) for positive concave func...
Some refinements of Jensen-Mercer's inequality are presented. They are used to refine few inequaliti...
We improve the classical Jensen inequality for convex functions by extending it to a wider class of ...
AbstractLet f:X→R be a convex mapping and X a Hilbert space. In this paper we prove the following re...
Some theorems of the Jensen type for certain classes of means are given in [7]. Some further general...
Let A be a C*-algebra and φ{symbol} : A → L (H) be a positive unital map. Then, for a convex functio...
AbstractMany converses of Jensen's inequality for convex functions can be found in the literature. H...
AbstractA Bochner-integral formulation of Jensen's inequality is presented for Hermitian matrix-valu...
AbstractA variant of Jensen’s operator inequality for convex functions, which is a generalization of...
Jensen's inequality states for a random variable X with values in Rd and existing expectation and f...
The main results of this paper over sucient conditions in order that an approximate lower Hermite-Ha...
In this paper we give refinements of Jensen-Mercer's inequality and its generalizations and give app...
AbstractWe give Jensen’s inequality for n-tuples of self-adjoint operators, unital n-tuples of posit...
The main results of this paper offer sufficient conditions in order that an approximate lower Hermit...
We prove generalizations of Jensen\u2019s integral inequality for proper convex functions defined on...
AbstractWe give a matrix version of the scalar inequality f(a+b)⩽f(a)+f(b) for positive concave func...
Some refinements of Jensen-Mercer's inequality are presented. They are used to refine few inequaliti...
We improve the classical Jensen inequality for convex functions by extending it to a wider class of ...
AbstractLet f:X→R be a convex mapping and X a Hilbert space. In this paper we prove the following re...
Some theorems of the Jensen type for certain classes of means are given in [7]. Some further general...
Let A be a C*-algebra and φ{symbol} : A → L (H) be a positive unital map. Then, for a convex functio...
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