In this paper, a new family of distributions is proposed by using quantile functions of known distributions. Some general properties of this family are studied. A special case of the proposed family is studied in detail, namely the Lomax-Weibull distribution. Some structural properties of the special model are established. This distribution has been applied to several censored and uncensored data sets with various shapes
In this manuscript, we have derived a new lifetime distribution named generalized Weibull–Lindley (G...
A new lifetime model, which extends the Weibull distribution using the generalized transmuted-G fami...
In this paper, a new four parameter lifetime distribution called the Topp Leone Weibull-Lomax distri...
The paper introduces a new distribution called the Lomax-Weibull distribution using the competing ri...
In this article, a new approach is used to introduce an additional parameter to a continuous class o...
We study a new family of distributions defined by the minimum of the Poissonrandom number of indepen...
The paper investigates a new scheme for generating lifetime probability distributions. The scheme is...
In this paper, the exponentiated Lomax-Weibull distribution is constructed as a new lifetime model u...
A four-parameter lifetime model, named the Weibull inverse Lomax (WIL) is presented and studied. Som...
A new class of distribution called the generalized Lindley-Weibull distribution for modeling lifetim...
In this work, we propose a new class of lifetime distributions calledthe generalized odd Weibull gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...
The truncated distributions have been widely studied, mainly in life-testing and reliability analysi...
In this paper, a new modification of the Lomax distribution is considered named as Lomax exponential...
A four parameter generalization of the Weibull distribution capable of modeling a bathtub-shaped haz...
In this manuscript, we have derived a new lifetime distribution named generalized Weibull–Lindley (G...
A new lifetime model, which extends the Weibull distribution using the generalized transmuted-G fami...
In this paper, a new four parameter lifetime distribution called the Topp Leone Weibull-Lomax distri...
The paper introduces a new distribution called the Lomax-Weibull distribution using the competing ri...
In this article, a new approach is used to introduce an additional parameter to a continuous class o...
We study a new family of distributions defined by the minimum of the Poissonrandom number of indepen...
The paper investigates a new scheme for generating lifetime probability distributions. The scheme is...
In this paper, the exponentiated Lomax-Weibull distribution is constructed as a new lifetime model u...
A four-parameter lifetime model, named the Weibull inverse Lomax (WIL) is presented and studied. Som...
A new class of distribution called the generalized Lindley-Weibull distribution for modeling lifetim...
In this work, we propose a new class of lifetime distributions calledthe generalized odd Weibull gen...
This work proposes an inverse odd Weibull (IOW) family of distributions for a lifetime distributions...
The truncated distributions have been widely studied, mainly in life-testing and reliability analysi...
In this paper, a new modification of the Lomax distribution is considered named as Lomax exponential...
A four parameter generalization of the Weibull distribution capable of modeling a bathtub-shaped haz...
In this manuscript, we have derived a new lifetime distribution named generalized Weibull–Lindley (G...
A new lifetime model, which extends the Weibull distribution using the generalized transmuted-G fami...
In this paper, a new four parameter lifetime distribution called the Topp Leone Weibull-Lomax distri...