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Ling Zhu Vis

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*2009
16EELiang-yuan Xu, Gong Zhang, Yong Liu, Long Zhang, Ling Zhu, Xiao-lin Kong, Lu-sheng Wu, S. Liao, Yi-kun Wang: Apparatus for detecting advanced glycation Endproducts fluorescence of skin. CCECE 2009: 864-867
15EELing Zhu: Legal and Policy Environments: An Institutional Perspective of Global E-Commerce Adoption. HICSS 2009: 1-10
14 Yifan Li, Ling Zhu, Yuning Zu: Cautious and Skeptical Shoppers - Exploring Special Participant Behavior in China's C2C Market. ICE-B 2009: 151-158
13EEJie Gui, Chao Wang, Ling Zhu: Locality Preserving Discriminant Projections. ICIC (2) 2009: 566-572
12EELing Zhu: General forms of Jordan and Yang Le inequalities. Appl. Math. Lett. 22(2): 236-241 (2009)
11EELing Zhu: Sharpening Redheffer-type inequalities for circular functions. Appl. Math. Lett. 22(5): 743-748 (2009)
2007
10EEMasateru Furusato, Tomohiro Shima, Yuma Kokuzawa, Kazuhiko Ito, Takashi Tanaka, Kiyotaka Iwasaki, Yi Qian, Mitsuo Umezu, ZhiKun Yan, Ling Zhu: A Reproduction of Inflow Restriction in the Mock Circulatory System to Evaluate a Hydrodynamic Performance of a Ventricular Assist Device in Practical Conditions. LSMS (2) 2007: 553-558
9EELing Zhu, Sherry M. B. Thatcher: The institutional environment for B2B e-commerce adoption: a quantitative study of electronics and textiles firms in Greater China and the USA. IJNVO 4(1): 92-104 (2007)
2006
8EEHongmei Liu, Ling Zhu, Jiwu Huang: A Hybrid Watermarking Scheme for Video Authentication. ICIP 2006: 2569-2572
7EELing Zhu: Sharpening Jordan's inequality and the Yang Le inequality. Appl. Math. Lett. 19(3): 240-243 (2006)
6EELing Zhu: Sharpening Jordan's inequality and Yang Le inequality, II. Appl. Math. Lett. 19(9): 990-994 (2006)
5EESherry M. B. Thatcher, William Foster, Ling Zhu: B2B e-commerce adoption decisions in Taiwan: The interaction of cultural and other institutional factors. Electronic Commerce Research and Applications 5(2): 92-104 (2006)
2005
4EELing Zhu: On the convergent condition of Newton-like method in parallel circular iteration for simultaneously finding all multiple zeros of a polynomial, II. Applied Mathematics and Computation 168(1): 677-685 (2005)
3EELing Zhu: On the convergent condition of Durand-Kerner method in parallel circular iteration of multi-step. Applied Mathematics and Computation 169(1): 179-191 (2005)
2004
2EELing Zhu: On the convergent condition of Newton-like method in parallel circular iteration for simultaneously finding all multiple zeros of a polynomial. Applied Mathematics and Computation 152(3): 837-846 (2004)
1EELing Zhu: On the convergent conditions of Durand-Kerner method in parallel circular iteration of single-step and double-step. Applied Mathematics and Computation 157(3): 623-636 (2004)

Coauthor Index

1William Foster [5]
2Masateru Furusato [10]
3Jie Gui [13]
4Jiwu Huang [8]
5Kazuhiko Ito [10]
6Kiyotaka Iwasaki [10]
7Yuma Kokuzawa [10]
8Xiao-lin Kong [16]
9Yifan Li [14]
10S. Liao [16]
11Hongmei Liu [8]
12Yong Liu [16]
13Yi Qian [10]
14Tomohiro Shima [10]
15Takashi Tanaka [10]
16Sherry M. B. Thatcher [5] [9]
17Mitsuo Umezu [10]
18Chao Wang [13]
19Yi-kun Wang [16]
20Lu-sheng Wu [16]
21Liang-yuan Xu [16]
22ZhiKun Yan [10]
23Gong Zhang [16]
24Long Zhang [16]
25Yuning Zu [14]

Colors in the list of coauthors

Copyright © Tue Nov 3 08:52:44 2009 by Michael Ley (ley@uni-trier.de)