Differences of Weighted Mixed Symmetric Means and Related ResultsReport as inadecuate




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Journal of Inequalities and Applications

, 2010:289730

First Online: 18 October 2010Received: 22 June 2010Accepted: 13 October 2010

Abstract

Some improvements of classical Jensen-s inequality are used to define the weighted mixed symmetric means. Exponential convexity and mean value theorems are proved for the differences of these improved inequalities. Related Cauchy means are also defined, and their monotonicity is established as an application.

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Author: KhuramAli Khan - J Pečarić - I Perić

Source: https://link.springer.com/



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