A general method for deriving new survival distributions from old is presented. This yields a class of useful mixture distributions. Fitting such distributions to failure-time data allows estimation of the improvement in reliability that could be gained from eliminating ‘frail’ components. Onemodel parameter is the proportional increase of expected survival time that could be achieved. Some 2 and 3 parameter distributions in this class are described, which are extensions of the Weibull, exponential, gamma andlognormal distributions. The methodology is illustrated by fitting some well travelled datasets. Keywords: Weibull distribution, gamma distribution, mixture distribution,hazard function, partial integration, frailty mode
In survival analysis, the survival time is assumed to follow a non-negative distribution, such as th...
In this article we use Bayesian methods to fit a Weibull mixture model with an unknown number of com...
Multivariate modeling and analysis based on the multivariate normal distribution is well established...
A general method for deriving new survival distributions from old is presented. This yields a class...
A traditional approach in the analysis of survival data was assumed a homogeneous population, i.e., ...
Abstract: We propose frailty regression models in mixture distributions assuming the dis-tribution o...
In this paper we propose a mixture of two different distributions such as Exponential-Gamma, Exponen...
Frailty mixture survival models are statistical models which allow for a cured fraction and frailty....
This paper presents a reliability analysis study of lifetime data based on Weibull and Lognormal dis...
Probability models for survival times of patients treated for a disease are often interpreted as tho...
A five-parameter distribution so-called the beta modified Weibull distribution is defined and studie...
The well-known statistical distributions such as Exponential, Weibull and Gamma distributions have b...
In this paper we propose a mixture of two different distributions such as Exponential-Gamma, Exponen...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
Survival analysis is a widely used method to establish a connection between a time to event outcome ...
In survival analysis, the survival time is assumed to follow a non-negative distribution, such as th...
In this article we use Bayesian methods to fit a Weibull mixture model with an unknown number of com...
Multivariate modeling and analysis based on the multivariate normal distribution is well established...
A general method for deriving new survival distributions from old is presented. This yields a class...
A traditional approach in the analysis of survival data was assumed a homogeneous population, i.e., ...
Abstract: We propose frailty regression models in mixture distributions assuming the dis-tribution o...
In this paper we propose a mixture of two different distributions such as Exponential-Gamma, Exponen...
Frailty mixture survival models are statistical models which allow for a cured fraction and frailty....
This paper presents a reliability analysis study of lifetime data based on Weibull and Lognormal dis...
Probability models for survival times of patients treated for a disease are often interpreted as tho...
A five-parameter distribution so-called the beta modified Weibull distribution is defined and studie...
The well-known statistical distributions such as Exponential, Weibull and Gamma distributions have b...
In this paper we propose a mixture of two different distributions such as Exponential-Gamma, Exponen...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
Survival analysis is a widely used method to establish a connection between a time to event outcome ...
In survival analysis, the survival time is assumed to follow a non-negative distribution, such as th...
In this article we use Bayesian methods to fit a Weibull mixture model with an unknown number of com...
Multivariate modeling and analysis based on the multivariate normal distribution is well established...