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Generalizations of Kantorovich\'s inequality induced by major
石焕南 2023-11-17 11:48
Appl. Math. E-Notes, 23(2023), 528-536 Generalizations of Kantorovich's inequality induced by majorization theory Huan-Nan Shi, Dong-Sheng Wang and Chun-Ru Fu Abstract In this paper, we apply Karamata’s theorem combined with majorization theory to establish a n ...
个人分类: 我的论文|385 次阅读|没有评论
Improvements of H¨older’s inequality via Schur convexity
石焕南 2023-11-16 10:55
Italian journal of pure and applied mathematics – N. 50-2023, pp. 561–576. Improvements of H¨older’s inequality via Schur convexity of functions Huan-Nan Shi, Shan-He Wu, Dong-Sheng Wang, Bing Liu Abstract. In this paper, we study the Schur convexity of some fu ...
个人分类: 我的论文|299 次阅读|没有评论
The relationship between r-convexity and Schur-convexity
石焕南 2023-10-23 22:06
J.Math. Inequal. 17 (2023) no.3, 1145–1152. The relationship between r-convexity and Schur-convexity and its application Tao Zhang, Alatancang Chen, Bo-Yan Xi and Huan-Nan Shi Abstract. In this paper, the relationship between r -convexity and Schur-convexity i ...
个人分类: 我的论文|405 次阅读|没有评论
[转载]第十次全国不等式研究会议
石焕南 2023-7-31 23:15
https://www.meipian.cn/editor?mask_id=4ufz3kfvgetArticleListsParams=%7B%22page%22%3A%201,%20%22hasSureKeyword%22%3A%20%22%22,%20%22curListType%22%3A%20%22list%22%7Dfrom=mine
个人分类: 学术交流|716 次阅读|没有评论
我的第七本专著《Bonferroni 不等式及概率应用》即将出版
石焕南 2023-5-8 11:02
个人分类: 我的论文|958 次阅读|没有评论
SCHUR CONVEXITY OF L-CONJUGATE MEANS AND ITS APPLICATIONS
石焕南 2023-5-6 11:50
J. Korean Math. Soc. 60 (2023), No. 3, pp. 503–520 https://doi.org/10.4134/JKMS.j220039 SCHUR CONVEXITY OF L-CONJUGATE MEANS AND ITS APPLICATIONS Chun-Ru Fu, Huan-Nan Shi, and Dong-Sheng Wang Abstract. In this paper, using the theory of majorization, we discuss the Schur m po ...
个人分类: 我的论文|796 次阅读|没有评论
我的一篇新发表的SCI论文
热度 3 石焕南 2022-12-2 15:25
Axioms(SCI期刊) 2022, 11, 681. https://doi.org/10.3390/axioms11120681 Huan-Nan Shi , Dong-Sheng Wang and Chun-Ru Fu. Schur-Convexity of the Mean of Convex Functions for Two Variables Abstract : The results of Schur convexity established by Elezovic and Pecaric for the average of c ...
个人分类: 我的论文|2034 次阅读|6 个评论 热度 3
我的一篇新发表的EI论文
热度 1 石焕南 2022-12-1 20:28
Italian Journal of Pure And Applied Mathematics ( EI 期刊), 2022 , 48 : 1161–1173 Huan-nan Shi, Shanhe Wu, Dongsheng Wang Schur power convex functions with applications to a class of conditional inequalities Abstract. In this paper, by the use of Schur power convexity, we ...
个人分类: 我的论文|1428 次阅读|2 个评论 热度 1
Bonferroni平均的Schur-m阶幂凸性
石焕南 2022-10-15 14:36
数学的实践与认识, 2022, 52 (10): 213-222. 王东生,石焕南,王佳新 Bonferroni 平均的 Schur-m 阶幂凸性 Bonferroni平均的Schur-m阶幂凸性_王东生.pdf
个人分类: 我的论文|1238 次阅读|没有评论
舒尔几何凸函数与一类条件不等式
石焕南 2022-10-15 14:04
首都师范大学学报(自然科学版), 2022, 43 (5): 16-20,76. 石焕南,王东生 舒尔几何凸函数与一类条件不等式 舒尔几何凸函数与一类条件不等式,石焕南.pdf
个人分类: 我的论文|1150 次阅读|没有评论

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