Motivated by three failure data sets (lifetime of patients, failure time of hard drives and failure timeof a product), we introduce three different three-parameter distributions, study basic mathematical properties, address estimation by the method of maximum likelihood and investigate finite sample performance of the estimators. We show that one of the new distributions provides a better fit toeach data set than eight other distributions each having three parameters and three distributions each having two parameters
summary:In this paper, we introduce a general family of continuous lifetime distributions by compoun...
Abstract The two-parameter linear failure rate distribution has been used quite successfully to anal...
In this paper, we estimate the reliability of a parallel system with two com-ponents. We assume the ...
Motivated by three failure data sets (lifetime of patients, failure time of hard drives and failure ...
The assumption of a linear increasing failure rate uniquely determines a life distribution which has...
The exponential and Rayleigh are the two most commonly used distributions for analyzing lifetime dat...
In this paper, we shall attempt to extend the generalized exponential geometric distribution of Silv...
We consider a new failure time distribution by combining three Weibull distributions. The proposed d...
summary:Many lifetime distributions are motivated only by mathematical interest. Here, eight new fam...
We introduce in this paper a new six-parameters generalized version of the generalized linear failur...
Submitted In Partial Fulfillment Of The Requirements For The Degree Of Master Of Science At King Sau...
Here we introduce two-parameter compounded geometric distributions with monotone failure rates. Thes...
In this paper we introduce a new comprehensive six-parameter distribution called the modified beta g...
Abstract: In this paper, we introduce a new three-parameter distribution by compounding the Nadaraja...
We propose a new four-parameter lifetime distribution obtained by compounding twouseful distribution...
summary:In this paper, we introduce a general family of continuous lifetime distributions by compoun...
Abstract The two-parameter linear failure rate distribution has been used quite successfully to anal...
In this paper, we estimate the reliability of a parallel system with two com-ponents. We assume the ...
Motivated by three failure data sets (lifetime of patients, failure time of hard drives and failure ...
The assumption of a linear increasing failure rate uniquely determines a life distribution which has...
The exponential and Rayleigh are the two most commonly used distributions for analyzing lifetime dat...
In this paper, we shall attempt to extend the generalized exponential geometric distribution of Silv...
We consider a new failure time distribution by combining three Weibull distributions. The proposed d...
summary:Many lifetime distributions are motivated only by mathematical interest. Here, eight new fam...
We introduce in this paper a new six-parameters generalized version of the generalized linear failur...
Submitted In Partial Fulfillment Of The Requirements For The Degree Of Master Of Science At King Sau...
Here we introduce two-parameter compounded geometric distributions with monotone failure rates. Thes...
In this paper we introduce a new comprehensive six-parameter distribution called the modified beta g...
Abstract: In this paper, we introduce a new three-parameter distribution by compounding the Nadaraja...
We propose a new four-parameter lifetime distribution obtained by compounding twouseful distribution...
summary:In this paper, we introduce a general family of continuous lifetime distributions by compoun...
Abstract The two-parameter linear failure rate distribution has been used quite successfully to anal...
In this paper, we estimate the reliability of a parallel system with two com-ponents. We assume the ...