Schur M-power convexity of related function for holders inequality with application

키워드

참고문헌 (24)

1. A.W Marshall, "Inequalities: theory of majorization and its application" (2011), Springer Press
2. B.-Y.Wang, "Foundations of Majorization Inequalities (Kong zhi bu deng shi ji chu)" (1990), Press of Beijing Normal Univ
3. Chu, Y, "The Schur geometrical convexity of the extended mean values", Journal of Convex Analysis, 15(4), pp.869~890 (2008)
4. Dong-sheng wang, "Schur Convexity of Related Function for Holders inequality with application" (2020)
5. E F Beckenbach, "On Holders Inequality", Joural of Mathematical Analysis and Application, 57, pp.1~6 (1950)
6. H. N. Shi, "Schur Convex Functions and Inequalities" (2017), Press of Harbin Industrial University
7. H. N. Shi, "Theory of Majorization and Analytic Inequalities" (2012), Press of Harbin Industrial University
8. Hu K, "An Inequality and Some Applications", Science in China, 2, pp.141~148 (1981)
9. Hu K, "On an Inequality and Its Applications", Joural of Jiangxi normal university, 18(4), pp.330~333 (1994)
10. Hu K, "On Holder inequality", Journal of Jiangxi Normal University, 18, pp.205~207 (1994)
11. Hu K, "Applied Inequalities" (2010), Press of Shandong Science and Technology
12. Meng, JX, "The Schur-harmonic-convexity of dual form of the Hamy symmetric function", Mat. Vesn, 62(1), pp.37~46 (2010)
13. Shi, HN, "Schur-convexity, Schur-geometric and Schur-harmonic convexity for a composite function of complete symmetric function", SpringerPlus, 2016(5) (2016)
14. Shi, HN, "Schur-convexity, Schur geometric and Schur harmonic convexities of dual form of a class symmetric functions", J. Math. Inequal, 8(2), pp.349~358 (2014)
15. Wu, SH, "A relation of weak majorization and its applications to certain inequalities for means", Math. Slovaca, 61(4), pp.561~570 (2011)
16. XM,Zhang, "Differential criterion of n-dimensional geometrically convex functions", J. Appl. Anal, 13(2), pp.197~208 (2007)
17. XM,Zhang, "Geometrical convex function" (2004), Press of Anhui University
18. Zheng, NG, "Schur-convexity of two types of one-parameter mean values in n variables", J. Inequal. Appl, 2007 (2007)
19. ZH. Yang, "Necessary and sufficient conditions for Schur geometrical convexity of the fourparameter homogeneous means", Abstr. Appl. Anal., 2010, pp.16~
20. Zhen-Hang Yang, "Schur power convexity of Stolarsky means", Publicationes Mathematicae Debrecen, 80(1-2), pp.43~66 (2012), University of Debrecen[DOI]
21. Sreenivasa Reddy Perla, "Schur convexity of Bonferroni Harmonic mean", The Journal of Analysis, 27(1), pp.137~150
22. Sreenivasa Reddy Perla, "On schur m - power convexity of the generalized Geometric Bonferroni mean", International Journal of Research in Advent Technology, 7(4S) (2019)
23. Sreenivasa Reddy Perla, "On Schur M- power Convexity for Proportion of Distinction of Some Special Means", Two Variables Journal of emerging Technologies and innovative Research, 6(5) (2019)
24. Sreenivasa Reddy Perla, "Schur geometric convexity of related function for Holders Inequality by using majorization inequality theory and some applications", Eurppean Journal of Pure and Applied Mathematics, 13(5), pp.1199~1211 (2020)

관련 논문AI추천