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The Limiting Distribution of the MLE for the Location Parameters in Nonregular Translation Distributions and Its Asymptotic Efficiency
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作者 成 平 《Northeastern Mathematical Journal》 CSCD 2001年第4期407-422,共16页
In this paper, we consider the location model Y = θ + 6, where θ is an unknown parameter, and e is the error belonging to the interval [a,b]. We assume that θhas the following density function: Then we give the lim... In this paper, we consider the location model Y = θ + 6, where θ is an unknown parameter, and e is the error belonging to the interval [a,b]. We assume that θhas the following density function: Then we give the limiting distribution of MLE θn for 1 < min(α,β) < 2 and consider the Bahadur asymptotic estimator. Since the results depend only on α,β,C1,C2 and are independent of the concrete form of f(x), they have adaptability. 展开更多
关键词 Bahadur asymptotic efficiency Nonregular uncommon support distri-bution MLE
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