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Tie-Hong Zhao
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Tie-Hong Zhao
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Tie-Hong Zhao
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1
Monotonicity properties and bounds involving the two-parameter generalized Grötzsch ring function
by
Guo-Jing Hai
,
Tie
-
Hong
Zhao
Published 2020-03-01
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Article
2
A Class of Logarithmically Completely Monotonic Functions Associated with a Gamma Function
by
Tie
-
Hong
Zhao
,
Yu-Ming Chu
Published 2010-01-01
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Article
3
Optimal inequalities for bounding Toader mean by arithmetic and quadratic means
by
Tie
-
Hong
Zhao
,
Yu-Ming Chu
,
Wen Zhang
Published 2017-01-01
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Article
4
Logarithmically Complete Monotonicity Properties Relating to the Gamma Function
by
Tie
-
Hong
Zhao
,
Yu-Ming Chu
,
Hua Wang
Published 2011-01-01
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Article
5
Refinements of bounds for the arithmetic mean by new Seiffert-like means
by
Wei-Mao Qian
,
Tie
-
Hong
Zhao
,
Yu-Pei Lv
Published 2021-06-01
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Article
6
On some refinements for inequalities involving zero-balanced hypergeometric function
by
Tie
-
Hong
Zhao
,
Zai-Yin He
,
Yu-Ming Chu
Published 2020-08-01
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Article
7
A sharp double inequality involving generalized complete elliptic integral of the first kind
by
Tie
-
Hong
Zhao
,
Miao-Kun Wang
,
Yu-Ming Chu
Published 2020-06-01
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Article
8
Optimal bounds for two Sándor-type means in terms of power means
by
Tie
-
Hong
Zhao
,
Wei-Mao Qian
,
Ying-Qing Song
Published 2016-02-01
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Article
9
Monotonic and Logarithmically Convex Properties of a Function Involving Gamma Functions
by
Tie
-
Hong
Zhao
,
Yu-Ming Chu
,
Yue-Ping Jiang
Published 2009-01-01
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Article
10
Optimal Bounds for Neuman-Sándor Mean in Terms of the Convex Combinations of Harmonic, Geometric, Quadratic, and Contraharmonic Means
by
Tie
-
Hong
Zhao
,
Yu-Ming Chu
,
Bao-Yu Liu
Published 2012-01-01
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Article
11
Quadratic transformation inequalities for Gaussian hypergeometric function
by
Tie
-
Hong
Zhao
,
Miao-Kun Wang
,
Wen Zhang
,
Yu-Ming Chu
Published 2018-09-01
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Article
12
On approximating the quasi-arithmetic mean
by
Tie
-
Hong
Zhao
,
Bu-Chuan Zhou
,
Miao-Kun Wang
,
Yu-Ming Chu
Published 2019-02-01
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Article
13
Best Possible Bounds for Neuman-Sándor Mean by the Identric, Quadratic and Contraharmonic Means
by
Tie
-
Hong
Zhao
,
Yu-Ming Chu
,
Yun-Liang Jiang
,
Yong-Min Li
Published 2013-01-01
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Article
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