NOTE ON A SIMPLE DERIVATION OF THE ASYMPTOTIC NORMALITY OF SAMPLE QUANTILES FROM A FINITE POPULATION
-
- MOTOYAMA Hitoshi
- The Institute of Statistical Mathematics
Search this Article
Author(s)
-
- MOTOYAMA Hitoshi
- The Institute of Statistical Mathematics
Journal
-
- Behaviormetrika
-
Behaviormetrika 39(1), 1-8, 2012-01-01
References: 18
-
1
- Distribution-Free Confidence Intervals for Quantiles in Stratified and Cluster Sampling
-
BLESSEOS N. P.
Ph.D. Thesis, Illinois Institute of Technology, 1976
Cited by (1)
-
2
- <no title>
-
COCHRAN W. G.
Sampling Techniques, 1977
Cited by (1)
-
3
- On the Central Limit Theorem for Samples from a Finite Population
-
ERDOS P.
Publications of the Mathematical Institute of the Hungarian Academy of Sciences 4, 49-61, 1959
Cited by (1)
-
4
- Conditional Limit-distributions for the Entries in a 2×2-table
-
VAN EEDEN C.
Statistica Neerlandica 14, 111-126, 1960
Cited by (1)
-
5
- Quantile Estimation with a Complex Survey Design
-
FRANCISCO C. A.
The Annals of Statistics 19, 454-464, 1992
Cited by (1)
-
6
- Limiting Distributions in Simple Random Sampling from a Finite Population
-
HAJEK J.
Publications of the Mathematical Institute of the Hungarian Academy of Sciences 5, 361-374, 1960
Cited by (1)
-
7
- <no title>
-
RAO C. R.
Linear Statistical Inference and Its Applications, 1973
Cited by (1)
-
8
- Limit Theorems for Sampling from Finite Populations
-
ROSEN B.
Arkiv for Matematik 5, 383-424, 1964
Cited by (1)
-
9
- Confidence Intervals for the Quantiles of a Finite Population : Simple Random and Stratified Simple Random Sampling
-
SEDRANSK J.
Journal of the Royal Statistical Society. Series B (Methodological) 40, 239-252, 1978
Cited by (1)
-
10
- Inference for Finite Population Quantiles
-
SEDRANSK J.
Handbook of Statistics 6, 267-289, 1988
Cited by (1)
-
11
- L-Statistics in Complex Survey Problem
-
SHAO J.
The Annals of Statistics 22, 946-967, 1994
Cited by (1)
-
12
- Distribution of Quantiles in Samples from a Bivariate Population
-
SIDDIQUI M. M.
Journal of Research of the National Bureau of Standards-B. Mathematics and Mathematical Physics, B 64, 145-150, 1960
Cited by (1)
-
13
- A Simple Derivation of the Limiting Distribution Function of a Sample Quantile with Increasing Sample Size
-
VAN DER VAART H. R.
Statistica Neerlandica 5, 239-242, 1961
Cited by (1)
-
14
- A Note on the Asymptotic Distribution of Sample Quantiles
-
WALKER A. M.
Journal of the Royal Statistical Society. Series B (Methodological) 30, 570-575, 1968
Cited by (1)
-
15
- <no title>
-
WILKS S. S.
Mathematical Statistics, 1962
Cited by (1)
-
16
- A Simple Derivation of the Asymptotic Dstribution of a Sample Quantile
-
WRETMAN J.
Scandinavian Journal of Statistics 5, 123-124, 1978
Cited by (1)
-
17
- Asymptotic properties of sample quantiles from a finite population
-
CHATTERJEE A.
Annals of the Institute of Statistical Mathematics 63(1), 157-179, 2011-02
Cited by (1)
-
18
- SMOOTHED VERSIONS OF STATISTICAL FUNCTIONALS FROM A FINITE POPULATION
-
MOTOYAMA Hitoshi , TAKAHASHI Hajime , The Graduate School of Economics Hitotsubashi University:Statistical Information Institute for Consulting and Analysis , The Graduate School of Economics Hitotsubashi University
JOURNAL OF THE JAPAN STATISTICAL SOCIETY 38(3), 475-504, 2008-12-01
J-STAGE References (30) Cited by (1)