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作者	項目數量
Mei-Ling LinWe proposed a Welsh’s type trimmed mean (Welsh (1987)) for the nonlinear regression model of general type (without assuming the existence of the intercept term). The large sample study reveals that it carries over the asymptotic properties of efficiency and robustness from the trimmed mean of the location model to the nonlinear regression model. Beside, Monte Carlo simulation and real data analysis are also provided. A large sample inference methodology is also provided.	1
Mei, Ling-Liu	8
Mei-Ling Lo	1
Mei-Ling Mou	1
Mei-Ling Ou Yang	1
Mei-Ling Pan	1
MEI-LING PENG	43
Mei-ling Shao	1
Mei-ling Shen	3
Mei-ling Sheu	3
Mei-Ling Shie	3
Mei-Ling Shih	5
Mei-Ling Sung	2
MEI-LING TANG	1
Mei-Ling Tsai	14
Mei-Ling Tsao	1
Mei-ling Wang	28
Mei-Ling Wang, Ming-Chi Lee, Hsiao-Yen Mao	1
Mei-Ling Wang, Xi-Ming Xiao, Qing-Hua Zhu	1
Mei-Ling Wang, Yi-Ting Chang	1
Mei-Ling Wen	2
Mei-Ling, Wu	9
Mei-Ling Wu Chi-Chie Chang	2
Mei-Ling Xiao	1
Mei-Ling Yang	5
Mei-Ling Yao	1
Mei-Ling Yeh	33
Mei-Ling Yen	1
Mei-Ling Yu	1
Mei-Ling Yuan	1
Mei-Ling Zhuang	2
Mei-LingPan	1
Mei-Linh Hung	1
Mei, Lo Hsueh	1
MEI LU CHIN	1
Mei-lu Su	1
Mei-Luan Tsai	1
Mei-Luen Chiou	3
Mei-Lun , Chen	1
Mei-Lun Chiang	1
Mei-Lun Chuang	1
Mei-Lun Feng	1
Mei-Lun Huang	1
Mei-Lun Lai	1
Mei-Lun, Liu	3
Mei-Lun Wang	2
Mei-Lun Wu	3
Mei-Lun Yang	1
Mei, Lyu	1
Mei M.	4

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	造訪人次 : 51260039 線上人數 : 768 教育部委託研究計畫計畫執行:國立臺灣大學圖書館