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Jurečková, Jana
Tail-behaviour of location estimators in non-regular cases. (English). Commentationes Mathematicae Universitatis Carolinae, vol. 22 (1981), issue 2, pp. 365-375
MSC: 62E20, 62F10, 62F11, 62G05 | MR 620372 | Zbl 0466.62030
References:
[1] M. AKAHIRA: Asymptotic theory for estimation of location in non-regular case, I: Order of convergence of consistent estimators. Rep. Stat. Appl. Res., JUSE, 22 (1975), 8-26. MR 0386111
[2] M. AKAHIRA: Asymptotic theory for estimation of location in non-regular cases, II: Bounds of asymptotic distributions of consistent estimators. Rep. Stat. Appl. Res., JUSE 22 (1975), 99-115. MR 0415846 | Zbl 0331.62024
[3] M. AKAHIRA: A remark on asymptotic sufficiency of statistics in non-regular case. Rep. Univ. Electro-Comm. 27 (1976), 125-128. MR 0415847
[4] R. R. BAHADUR: Rates of convergence of estimates and test statistics. Ann. Math. Statist. 38 (1967), 303-324. MR 0207085 | Zbl 0201.52106
[5] R. R. BAHADUR: Some Limit Theorems in Statistics. SIAM, Philadelphia (1971). MR 0315820 | Zbl 0257.62015
[6] J. C. FU: The rate of convergence of point estimators. Ann. Statist. 3 (1975), 234-240. MR 0359155
[7] J. JUREČKOVÁ: Finite-sample comparison of $L$-estimators of location. Comment. Math. Univ. Carolinae 20 (1979), 509-518. MR 0550452
[8] J. JUREČKOVÁ: Rate of consistency of one-sample tests of location. Journ. Statist. Planning and Inference 4 (1980), 249-257. MR 0596365
[9] J. JUREČKOVÁ: Tail-behavior of location estimators. Ann. Statist. 9 (1981), No 3. MR 0615433
[10] L. LeCAM: On the asymptotic theory of estimation and testing hypotheses. Proc. 3rd Berkeley Symp. 1 (1956) 129-156. MR 0084918
[11] G. L. SIEVERS: Estimation of location: A large deviation comparison. Ann. Statist. 6 (1978), 610-618. MR 0494631
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