References
- David , H.A. 1981 . Order Statistics , New York : John Wiley .
- Driscoll , M.F. and Kaigh , W.D. 1988 . “O-Statistic Representations of LU-statistics,” . Communications in Statistics,Part A-Theory and Methods , 17 : 2763 – 2777 .
- Greenwood , M. 1946 . “The Statistical Study of Infectious Disease,” . Journal of the Royal Statistical Series A , 109 : 85 – 110 .
- Harrell , F.E. and Davis , C.E. 1982 . “A New Distribution-free Quantile Estimator,” . Biometrika , 69 : 635 – 640 .
- Hoeffding , W. 1948 . “A Class of Statistics with Asympptotifcally Normal Distribution,” . Annals of Mathematical Statistics , 19 : 293 – 325 .
- Hosking , J.R.M. 1990 . “L-moments: Analysis and Estimation of Distributions Using Linear Combinations of Order Statistics,” . Journla of hte Royal Statistical Society Series B , 52 : 105 – 124 .
- Kaigh , W.D. 1983 . “Quantile Interval Estimation,” . In Communications in Statistics , Vol. 12 , 2427 – 2443 . Part A-Theory and Methods .
- Kaigh , W.D. 1988 . “0-statistics and Their Applications,” . In Communications in Statistics , Vol. 17 , 2191 – 2210 . Part A-Theory and Methods .
- Kaigh , W.D. 1989 . “EDF and EQF Tests for Uniformity,” . unpublished manuscript , 17
- Kaigh , W.D. and Cheng , C. 1991 . “Sub-sampling Quantile Estimator Standard Errors With Applications,” . To appear in Communications in Statistics , 17
- Kaigh , W.D. and Driscoll , M.F. 1987 . “Numerical and Graphical Data Summary Using 0-statistics,” . The American Statistician , 41 : 25 – 32 .
- Kaigh , W.D. and Lachenbruch , P.A. 1982 . “A Generalized Quantile Estimator," Communications in Statistics,” . Part A-Theory and Methods , 11 : 2217 – 2238 .
- Martynov , G.V. 1975 . “Computation of Distribution Functions of Quadratic Forms of Normally Distributed Random Variables,” . Theory of Probability and Its Applications , 20 : 782 – 793 .
- Neyman , J. 1937 . “Smooth Test for Goodness of Fit,” . Skandinavisk Aktuarietidskrift , 20 : 150 – 199 .
- Padgett , W.J. and Thombs , L.A. 1989 . “A Smooth Nonparametric Quantile Estimator from Right-censored Data,” . Statistics and Probability Letters , 1 : 113 – 121 .
- Parzen , E. 1979 . “Nonparametric Statistical Data Modeling,” . Journal of the American Statistical Association , 14 : 105 – 131 .
- Schuster , E.F. 1984 . “Classification of Probability Laws by Tail Behavior,” . Journal of the American Statistical Association , 79 : 936 – 939 .
- Serfling , R.J. 1980 . Approximation Theorems of Mathematical Statistics , New York : John Wiley .
- Sheather , S.J. and Marron , J.S. 1990 . “Kernel Quantile Estimators,” . Journal of the American Statistical Association , 85 : 410 – 416 .
- Steinberg , S.M. and Davis , C.E. 1985 . “Distribution-free Confidence Intervals for Quantiles in Small Samples,” . Communications in Statistics, Part A-Theory and Methods , 14 : 979 – 990 .
- Stewart , P.W. 1989 . “Extension of the Harrell-Davis Quantile Estimator to Finite Populations,” . Communications in Statistics, Part A-Theory and Methods , 18 : 853 – 875 .
- Yang , S.S. 1985 . “A Smooth Nonparametric Estimator of a Quantile Function,” . Journal of the American Statistical Association , 80 : 1004 – 1011 .
- Yoshizawa , C.N. , Sen , P.K. and Davis , C.E. 1985 . “Asymptotic Equivalence of the Harrell-Davis Median Estimator and the Sample Median,” . Communications in Statistics, Part A-Theory and Methods , 14 : 2129 – 2136 .
- Zelterman , D. 1990 . “Smooth Nonparametric Estimation of the Quantile Function.” . To appear in Journal of Statistical Planning and inference , 14