In this paper, we propose a new lifetime distribution. We discuss several mathematical properties of the new distribu- tion. Certain characterizations of the new distribution are provided. We study the maximum likelihood estimation and asymptotic interval estimation of the unknown parameters. A simulation study, as well as an application of the new distribution to failure data, are also presented. We end the paper with a number of remarks
It is a common situation that the failure rate function has a bathtub shape for many mechanical and ...
The Weibull family of lifetime distributions play a fundamental role in reliability engineering and ...
This research introduced the new class of distributions, called the transmuted Kumaraswamy (TKw) G f...
Abstract: We define a new lifetime model based on compounding the Lindley and Nadarajah-Haghighi dis...
Abstract: In this paper, we introduce a new three-parameter distribution by compounding the Nadaraja...
A new class of lifetime distributions, which can exhibit with upside-down bathtub-shaped, bathtub-sh...
The well-known statistical distributions such as Exponential, Weibull and Gamma distributions have b...
This paper concerns with a new lifetime model named the inverted generalized linear exponential dist...
A generalized version of the three-parameter transmuted inverse Weibull distribution is introduced i...
A generalized version of inverted exponential distribution (IED) is introduced in this paper. This l...
In this paper, we explore a new family of models for lifetime data called Ishita Power Series family...
In this paper we introduce a new six-parameters extension of the Weibull distribution. It will be ca...
This paper introduces the four parameter new generalized inverse Weibull distribution and investigat...
CAPESThe interest in developing new continuous distributions a remain important in statistical analy...
ABSTRACTThis articles introduces a new lifetime model called the generalized transmuted Kumaraswamy ...
It is a common situation that the failure rate function has a bathtub shape for many mechanical and ...
The Weibull family of lifetime distributions play a fundamental role in reliability engineering and ...
This research introduced the new class of distributions, called the transmuted Kumaraswamy (TKw) G f...
Abstract: We define a new lifetime model based on compounding the Lindley and Nadarajah-Haghighi dis...
Abstract: In this paper, we introduce a new three-parameter distribution by compounding the Nadaraja...
A new class of lifetime distributions, which can exhibit with upside-down bathtub-shaped, bathtub-sh...
The well-known statistical distributions such as Exponential, Weibull and Gamma distributions have b...
This paper concerns with a new lifetime model named the inverted generalized linear exponential dist...
A generalized version of the three-parameter transmuted inverse Weibull distribution is introduced i...
A generalized version of inverted exponential distribution (IED) is introduced in this paper. This l...
In this paper, we explore a new family of models for lifetime data called Ishita Power Series family...
In this paper we introduce a new six-parameters extension of the Weibull distribution. It will be ca...
This paper introduces the four parameter new generalized inverse Weibull distribution and investigat...
CAPESThe interest in developing new continuous distributions a remain important in statistical analy...
ABSTRACTThis articles introduces a new lifetime model called the generalized transmuted Kumaraswamy ...
It is a common situation that the failure rate function has a bathtub shape for many mechanical and ...
The Weibull family of lifetime distributions play a fundamental role in reliability engineering and ...
This research introduced the new class of distributions, called the transmuted Kumaraswamy (TKw) G f...