berryesseenboundsoferrorvarianceestimationinpartlylinearmodels

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	berryesseenboundsoferrorvarianceestimationinpartlylinearmodels
	Liang H(梁华)1; Hong SY(洪圣岩)2; Gao JT(高集体)3
	1996
发表期刊	chineseannalsofmathematicsseriesb
ISSN	0252-9599
卷号	17 期号:4 页码:477
摘要	Consider the regression model Y-i = x(i)(tau)beta + g(t(i)) + epsilon(i) for i = 1 ,..., n. Here (x(i), t(i)) are known and nonrandom design points and epsilon(i) are i.i.d. random errors. The family of nonparametric estimates (g) over cap(n)(.) of g(.) including some known estimates is proposed. Based on the model Y-i = x(i)(tau)beta + (g) over cap(n)(t(i)) + epsilon(i), the Berry-Esseen bounds of the distribution of the least-squares estimator of beta are investigated.
语种	英语
文献类型	期刊论文
条目标识符	http://ir.amss.ac.cn/handle/2S8OKBNM/45534
专题	中国科学院数学与系统科学研究院
作者单位	1.中国科学院数学与系统科学研究院 2.安徽大学 3.中国科学技术大学
推荐引用方式 GB/T 7714	Liang H,Hong SY,Gao JT. berryesseenboundsoferrorvarianceestimationinpartlylinearmodels[J]. chineseannalsofmathematicsseriesb,1996,17(4):477.
APA	梁华,洪圣岩,&高集体.(1996).berryesseenboundsoferrorvarianceestimationinpartlylinearmodels.chineseannalsofmathematicsseriesb,17(4),477.
MLA	梁华,et al."berryesseenboundsoferrorvarianceestimationinpartlylinearmodels".chineseannalsofmathematicsseriesb 17.4(1996):477.