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Schur-convexity of the means,

2010
The property of Schur-covexity (Schur-concavity) of means is considered and compared with recent results in the literature [1], [4], [2], [3]. A new proof for convexity (concavity) and Schur- covexity (Schur-concavity) of the integral arithmetic mean is done. We established the sufficient conditions such that the generalized quasi-arithmetic mean Mf (k
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Schur-convexity of Cebišev functional

2010
The Cebišev functional T(f ; g ; a ; b) is regarded as a function of two variables T(f ; g ; x ; y).The Schur-covexity of this function is considered. Some applications for the means are pointed out.
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SCHUR POWER CONVEXITY OF GINI MEANS

Bulletin of the Korean Mathematical Society, 2013
Zhen-Hang Yang
exaly  

Schur-Power Convexity of a Completely Symmetric Function Dual

Symmetry, 2019
Wei-Shih Du, Huan-nan Shi
exaly  

Access Suspended

Taiwanese Journal of Mathematics, 2011
Hari Mohan Srivastava, Bo-Yan Xi
exaly  

On certain Schur-convex functions

Publicationes Mathematicae Debrecen, 2016
Pal Burai, Judit Mako
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Schur-convexity of dual form of some symmetric functions

Journal of Inequalities and Applications, 2013
Huan-nan Shi
exaly  

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