1 Billingsley P. Convergence of Probability Measures. New York: Wiley, 1968
2 Cai Z. Asymptotic properties of Kaplan-Meier estimator for censored dependent data. Statist Probab
Lett, 1998, 37: 381-389
3 Cai Z. Kernal density and hazard rate estimator for censored dependent data. J Multivariate Anal, 1998,
67: 23-34
4 Cai Z, Roussas G G. Uniform strongstimation under -mixing with rates. Statist Probab Lett, 1992,
15:47-55
5 Carbon M, Garel B, Tran L T. Frequency polygons for weakly dependent processes. Statist Probab Lett,
1997, 33:1-13
6 Dhompogsa S. A note on the almost sure approximation of the empirical process of weakly dependent
random variables. Yokohama Math J, 1984, 32: 113-121
7 Diehl S, Stute W. Kernel density and hazard function estimation in the presence of censoring. J Multi-
variate Anal, 1988, 25: 299-319
8 Eddy W F. The asymptotic distributions of kernel estimators of the mode. Z Wahrsch verw Gebiete, 1982,
59: 279-290
9 Hall P. Laws of the iterated algorithm for nonparametric density estimator. Z Wahrsch Verw Gebiete,
1981, 56:47-61
10 He S Y, Yang G L. On the strong convergence of the product-limit estimator and its integrals under
censoring and random truncation. Statist Probab Lett, 2000, 49: 235-244
11 Ioannides D A, Papanastassiou D P. Nonparametric estimation in econometrics. Nonlinear Analysis,
Theory Methods & Applications, 1997, 30:4365-4374
12 Louani D. On the asymptotic normality of the kernel estimators of the density function and its derivatives
under censoring. Comm Statist Theor Meth, 1998, 27: 2909-2924
13 Rao P B L S. Nonparametric Function Estimation. Orlaudo, New York: Academic Press, 1983
14 Roussas G G. Asymptotic normality of the kernel estimate under dependence conditions: application to
hazard rate. J Statist Plan Inference, 1990, 25: 81-104
15 Stute W. A law of the logarithm for kernel density estimators. Ann Prob, 1982, 10:414-422
16 Sun L Q, Zhou X. Survival function and density estimation for truncated dependent data. Statist Probab
Lett, 2001, 52: 47-57
17 Tsai W Y, Jewell N P, Wang M C. A note on the product limit estimator under right censoring and left
truncation. Biometrika, 1987, 74: 883-886
18 Uzuno¯gullari U, Wang J L. A comparison of hazard rate estimators for left truncated and right censored
data. Biometrika, 1992, 79:297-310
19 Woodroofe M. Estimating a distribution function with truncated data. Ann Statist, 1985, 13: 163-171
20 Xiang X. Law of the logarithm for density and hazard rate estimation for censored data. J Multivariate
Anal, 1994, 48: 278-286 |