Abstract: The cumulative incidence function provides intuitive summary information about competing risks data. Via a mixture decomposition of this function, we study how covariates affect the cumulative incidence probability of a particular failure type at a chosen time point. Without specifying the corresponding failure time distribution, several inference methods are constructed based on imputation and weighting approaches. Large sample properties of the proposed estimators are derived, and their finite sample performances are examined via simulations. For illustrative purposes, the proposed methods are applied to well-known heart transplant data and compared with the analysis o
<div><div><p class="abstract"><strong>BACKGROUND:</strong> Competing risks arise when the subject is...
Competing risks occur often in survival analysis. In present work, we study different ap- proaches t...
The cumulative incidence is the probability of failure from the cause of interest over a certain tim...
We suggest a new simple approach for estimation and assessment of covariate effects for the cumulati...
Open accessIn the competing risks problem, an important role is played by the cumulative incidence ...
Competing risks arise in studies in which individuals are subject to a number of potential failure e...
This thesis contains two parts focusing on regression analysis and diagnostic accuracy analysis of c...
In this paper, we modify the continuous time mixture competing risks model (Larson and Dinse, 1985) ...
When competing risks are present, the appropriate estimate of the failure probabilities is the cumul...
In recent years, personalized medicine and dynamic treatment regimes have drawn considerable attenti...
Although cumulative incidence function (CIF) estimates are commonly used to describe the failure pro...
AbstractIn this article, we consider methods of regression modeling in the competing risks setting c...
The use of cumulative incidence functions for characterizing the risk of one type of event in the pr...
<p>This article develops joint inferential methods for the cause-specific hazard function and the cu...
Statistical techniques such as Kaplan-Meier estimate is commonly used and interpreted as the probabi...
<div><div><p class="abstract"><strong>BACKGROUND:</strong> Competing risks arise when the subject is...
Competing risks occur often in survival analysis. In present work, we study different ap- proaches t...
The cumulative incidence is the probability of failure from the cause of interest over a certain tim...
We suggest a new simple approach for estimation and assessment of covariate effects for the cumulati...
Open accessIn the competing risks problem, an important role is played by the cumulative incidence ...
Competing risks arise in studies in which individuals are subject to a number of potential failure e...
This thesis contains two parts focusing on regression analysis and diagnostic accuracy analysis of c...
In this paper, we modify the continuous time mixture competing risks model (Larson and Dinse, 1985) ...
When competing risks are present, the appropriate estimate of the failure probabilities is the cumul...
In recent years, personalized medicine and dynamic treatment regimes have drawn considerable attenti...
Although cumulative incidence function (CIF) estimates are commonly used to describe the failure pro...
AbstractIn this article, we consider methods of regression modeling in the competing risks setting c...
The use of cumulative incidence functions for characterizing the risk of one type of event in the pr...
<p>This article develops joint inferential methods for the cause-specific hazard function and the cu...
Statistical techniques such as Kaplan-Meier estimate is commonly used and interpreted as the probabi...
<div><div><p class="abstract"><strong>BACKGROUND:</strong> Competing risks arise when the subject is...
Competing risks occur often in survival analysis. In present work, we study different ap- proaches t...
The cumulative incidence is the probability of failure from the cause of interest over a certain tim...