Results 71 to 80 of about 298 (100)

Optimal power mean bounds for Yang mean [PDF]

, 2014
Li-Min Wu, Yu-Ming Chu, Zhen-Hang Yang
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Optimal convex combination bounds of geometric and Neuman means for Toader-type mean [PDF]

BC Carlson, E Neuman, E Neuman, E Neuman, E Neuman, E Neuman, G-D Wang, GD Anderson, GH Toader, H Alzer, H Kazi, H Kazi, H Sun, H-H Chu, J-F Li, M Vuorinen, M-K Wang, M-K Wang, M-K Wang, M-K Wang, M-K Wang, M-K Wang, RW Barnard, S-L Qiu, T-H Zhao, W-H Li, W-M Qian, Wei-Mao Qian, Y Hua, Y Hua, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-Q Song, Y-Q Song, Yue-Ying Yang, Z-H Yang, Z-H Yang, Z-H Yang, Z-H Yang   +46 more
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A unified proof of several inequalities and some new inequalities involving Neuman-Sandor mean [PDF]

, 2014
Li, Wen-Hui, Qi, Feng
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The first Seiffert mean is strictly ( G , A ) -super-stabilizable [PDF]

, 2014
Mira C Anisiu, Valeriu Anisiu
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Hermite–Hadamard type inequalities for co-ordinated convex and qausi-convex functions and their applications [PDF]

, 2019
Chu, YM, Dragomir, Sever S, Latif, MA, Rashid, SR   +3 more
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Optimal bounds for Neuman means in terms of geometric, arithmetic and quadratic means [PDF]

BC Carlson, E Neuman, E Neuman, E Neuman, E Neuman, E Neuman, JM Borwein, T-H Zhao, Wei-Mao Qian, Y-M Chu, Yu-Ming Chu, Z-Y He   +11 more
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Sub-stabilizability and super-stabilizability for bivariate means [PDF]

E Neuman, HJ Seiffert, HJ Seiffert, J Sándor, J Sándor, József Sándor, M Raïssouli, M Raïssouli, M Raïssouli, M Raïssouli, M Raïssouli, Mustapha Raïssouli, PS Bullen, YM Chu, YM Chu   +14 more
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Sharp bounds for Toader mean in terms of arithmetic, quadratic, and Neuman means [PDF]

E Neuman, E Neuman, E Neuman, E Neuman, G Toader, GD Anderson, H Alzer, H Kazi, H Kazi, H Yun, Jun-Feng Li, M Vuorinen, RW Barnard, S-L Qiu, W-H Li, Wei-Mao Qian, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-M Chu, Y-Q Song, Yu-Ming Chu   +22 more
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Adoption or adaptation? [PDF]

Végh, Sándor
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