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非正则平移分布位置参数极大似然估计的极限分布及渐近有效性
引用本文:成平. 非正则平移分布位置参数极大似然估计的极限分布及渐近有效性[J]. 东北数学, 2001, 17(4): 407-422
作者姓名:成平
作者单位:institute of the Systems Science,Academia Sinica,Beijing,100080
摘    要:In this paper, we consider the location model Y=θ e,where θ is an unknown parameter, and e is the error belonging to the interval [a, b]. We assume that e has the following density function.

关 键 词:巴哈杜尔渐进效率  非正侧分布  MLE  特定参数

The Limiting Distribution of the MLE for the Location Parameters in Nonregular Translation Distributions and Its Asymptotic Efficiency
CHENG Ping. The Limiting Distribution of the MLE for the Location Parameters in Nonregular Translation Distributions and Its Asymptotic Efficiency[J]. Northeastern Mathematical Journal, 2001, 17(4): 407-422
Authors:CHENG Ping
Affiliation:InstituteoftheSystemsScience,AcademiaSinica,Beijing,100080
Abstract:
Keywords:Bahadur asymptotic efficiency   Nonregular uncommon support distri-bution   MLE
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