We suggest a completely empirical approach to the construction of confidence bands for hazard functions, based on smoothing the Nelsen-Aalen estimator. In particular, we introduce a local bandwidth-choice method. Our approach uses empirical information about both the survival rate and the censoring rate, and employs undersmoothing to alleviate difficulties caused by bias. We use both Edgeworth expansion and numerical simulation, the former to develop a basic formula and the latter to modify it for general use
The problem of constructing a fixed width confidence band for the density of data observed subject t...
A popular simultaneous confidence band for survival functions is the equal precision band of Nair [1...
In this paper, two types of kernel based estimators of hazard rate under left truncation and right c...
We suggest a completely empirical approach to constructing con¯dence bands for hazard functions, bas...
We suggest a completely empirical approach to constructing confidence bands for hazard functions, ba...
We study an estimator of the survival function under the random censoring model. Bahadur-type repres...
With right-censored failure time data, we propose procedures to construct simultaneous confidence ba...
Several types of asymptotic confidence bands have been proposed in the literature when the data are ...
For right censored data, empirical likelihood method is used to construct the confidence band for th...
In this paper, we use smoothed empirical likelihood methods to construct confidence intervals for ha...
In medical reports point estimates and pointwise confidence intervals of parameters are usually disp...
In medical reports point estimates and pointwise confidence intervals of parameters are usually disp...
The nonparametric estimator of the conditional survival function proposed by Beran is a useful tool ...
AbstractThe data consists of multivariate failure times under right random censorship. By the kernel...
In this paper, two types of kernel based estimators of hazard rate under left truncation and right c...
The problem of constructing a fixed width confidence band for the density of data observed subject t...
A popular simultaneous confidence band for survival functions is the equal precision band of Nair [1...
In this paper, two types of kernel based estimators of hazard rate under left truncation and right c...
We suggest a completely empirical approach to constructing con¯dence bands for hazard functions, bas...
We suggest a completely empirical approach to constructing confidence bands for hazard functions, ba...
We study an estimator of the survival function under the random censoring model. Bahadur-type repres...
With right-censored failure time data, we propose procedures to construct simultaneous confidence ba...
Several types of asymptotic confidence bands have been proposed in the literature when the data are ...
For right censored data, empirical likelihood method is used to construct the confidence band for th...
In this paper, we use smoothed empirical likelihood methods to construct confidence intervals for ha...
In medical reports point estimates and pointwise confidence intervals of parameters are usually disp...
In medical reports point estimates and pointwise confidence intervals of parameters are usually disp...
The nonparametric estimator of the conditional survival function proposed by Beran is a useful tool ...
AbstractThe data consists of multivariate failure times under right random censorship. By the kernel...
In this paper, two types of kernel based estimators of hazard rate under left truncation and right c...
The problem of constructing a fixed width confidence band for the density of data observed subject t...
A popular simultaneous confidence band for survival functions is the equal precision band of Nair [1...
In this paper, two types of kernel based estimators of hazard rate under left truncation and right c...