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arithmetic mean

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Showing 26-46 of 46

Article	Title	Journal	Published
JMI-07-60	Refinements of bounds for the first and second Seiffert means Yuming Chu, Baoyu Liu, Miaokun Wang	Journal of Mathematical Inequalities	Volume 7, Issue 4 12/2013
JMI-07-31	Sharp two parameter bounds for the logarithmic mean and the arithmetic-geometric mean of Gauss Yu-Ming Chu, Miao-Kun Wang, Ye-Fang Qiu, Xiao-Yan Ma	Journal of Mathematical Inequalities	Volume 7, Issue 3 09/2013
JMI-06-52	Sharp inequalities related to one-parameter mean and Gini mean Hongya Gao, Wenjuan Niu	Journal of Mathematical Inequalities	Volume 6, Issue 4 12/2012
JMI-06-51	New sharp bounds for identric mean in terms of logarithmic mean and arithmetic mean Zhen-Hang Yang	Journal of Mathematical Inequalities	Volume 6, Issue 4 12/2012
MIA-15-51	A note on Stolarsky, arithmetic and logarithmic means Vania Mascioni	Mathematical Inequalities & Applications	Volume 15, Issue 3 07/2012
JMI-06-24	The optimal convex combination bounds of arithmetic and harmonic means in terms of power mean Wei-Feng Xia, Walther Janous, Yuming Chu	Journal of Mathematical Inequalities	Volume 6, Issue 2 06/2012
JMI-06-03	The optimal power mean bounds for two convex combinations of A-G-H means Aleksandra Čižmešija	Journal of Mathematical Inequalities	Volume 6, Issue 1 03/2012
JMI-05-37	Optimal convex combination bounds of Seiffert and geometric means for the arithmetic mean Yuming Chu, Cheng Zong, Gen-di Wang	Journal of Mathematical Inequalities	Volume 5, Issue 3 09/2011
MIA-14-55	Sharp inequalities between means Yuming Chu, Boyong Long	Mathematical Inequalities & Applications	Volume 14, Issue 3 07/2011
MIA-11-33	Some new inequalities for means in two variables Ling Zhu	Mathematical Inequalities & Applications	Volume 11, Issue 3 07/2008
MIA-11-17	New inequalities for means in two variables Ling Zhu	Mathematical Inequalities & Applications	Volume 11, Issue 2 04/2008
JMI-02-08	Means and Hermite interpolation Alan Horwitz	Journal of Mathematical Inequalities	Volume 2, Issue 1 03/2008
MIA-08-71	Short proof that the arithmetic mean is greater than the harmonic mean and its reverse inequality Takayuki Furuta	Mathematical Inequalities & Applications	Volume 8, Issue 4 10/2005
MIA-08-51	Geometric means and Hadamard products Bao Qi Feng, Andrew Tonge	Mathematical Inequalities & Applications	Volume 8, Issue 4 10/2005
MIA-07-52	Some new proofs for the AGM inequality J. Rooin	Mathematical Inequalities & Applications	Volume 7, Issue 4 10/2004
MIA-07-13	Specht's ratio and logarithmic mean in the Young inequality Masaru Tominaga	Mathematical Inequalities & Applications	Volume 7, Issue 1 01/2004
MIA-05-77	The mean inequality of random variables Mingjin Wang	Mathematical Inequalities & Applications	Volume 5, Issue 4 10/2002
MIA-05-23	On the inequality for the arithmetic and geometric means Constantine Georgakis	Mathematical Inequalities & Applications	Volume 5, Issue 2 04/2002
MIA-04-35	A note on generalized Heronian means Walther Janous	Mathematical Inequalities & Applications	Volume 4, Issue 3 07/2001
MIA-03-17	A note on Alzer's refinement of an additive Ky Fan inequality Peter R. Mercer	Mathematical Inequalities & Applications	Volume 3, Issue 1 01/2000
MIA-01-38	The Jensen-Steffensen inequality P. S. Bullen	Mathematical Inequalities & Applications	Volume 1, Issue 3 07/1998