The inverse Weibull distribution which was first introduced to investigate the decay of mechanical components is widely used in the field of biology, especially in the areas of survival and reliability analysis. In this paper, a generalisation of inverse Weibull distribution is presented using a new class of gamma distributions. For the proposed model, important mathematical properties including quantile function, non-central moment, central moment, moment generating function, characteristics function, and general coefficient are discussed. The shapes of the probability density function and risk function were obtained and the graphical demonstrations of them were provided. To estimate model parameters of the proposed method, maximum likelih...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...
In this manuscript, we have derived a new lifetime distribution named generalized Weibull–Lindley (G...
The gamma-inverse Weibull (GIW) distribution which includes inverse Weibull, inverse exponential, ga...
The gamma-inverse Weibull (GIW) distribution which includes inverse Weibull, inverse exponential, ga...
This paper introduces the four parameter new generalized inverse Weibull distribution and investigat...
A generalized version of the three-parameter transmuted inverse Weibull distribution is introduced i...
The inverse Weibull distribution has the ability to model failure rates which are quite common in re...
The inverse Weibull distribution has the ability to model failure rates which are quite common in re...
A generalized version of four parameter modified inverse weibull distribution (MIWD) is introduced i...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
A new six-parameter distribution called the beta generalized inverse Weibull-geometric distribution ...
The peculiar properties of the Inverse Weibull (IW) distribution are shown. It is proven that the IW...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...
In this manuscript, we have derived a new lifetime distribution named generalized Weibull–Lindley (G...
The gamma-inverse Weibull (GIW) distribution which includes inverse Weibull, inverse exponential, ga...
The gamma-inverse Weibull (GIW) distribution which includes inverse Weibull, inverse exponential, ga...
This paper introduces the four parameter new generalized inverse Weibull distribution and investigat...
A generalized version of the three-parameter transmuted inverse Weibull distribution is introduced i...
The inverse Weibull distribution has the ability to model failure rates which are quite common in re...
The inverse Weibull distribution has the ability to model failure rates which are quite common in re...
A generalized version of four parameter modified inverse weibull distribution (MIWD) is introduced i...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
Weibull distribution and its extended families has been widely studied in lifetime applications. Bas...
A new six-parameter distribution called the beta generalized inverse Weibull-geometric distribution ...
The peculiar properties of the Inverse Weibull (IW) distribution are shown. It is proven that the IW...
Abstract: A three-parameter generalization of the Weibull distribution is presented to deal with gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...
In this manuscript, we have derived a new lifetime distribution named generalized Weibull–Lindley (G...