In this article, we introduce a new distribution called the McDonald Erlangtruncated exponential distribution. Various structural properties including explicit expressions for the moments, moment generating function, mean deviation of the new distribution are derived. The estimation of the model parameters is performed by maximum likelihood method. The usefulness of the new distribution is illustrated by two real data sets. The new model is much better than other important competitive models in modeling relief times and survival times data sets
We introduce a new distribution via the Marshall-Olkin generator calledthe Marshall-Olkin Log-logist...
Abstract Among diseases, cancer exhibits the fastest global spread, presenting a substantial challen...
The exponential distribution is a popular statistical distribution to study the problems in lifetime...
This study derives the parameter estimation in truncated form of a continuous distribution which is ...
This article introduces the Marshall–Olkin generalized Erlang-truncated exponential (MOGETE) distrib...
In this article, the Poisson exponentiated Erlang truncated exponential distribution was developed a...
We introduce a new distribution via the Marshall-Olkin generator called the Marshall-Olkin Log-logis...
We introduce a new distribution called the Gamma Log-logistic Erlang Truncated Exponential (GLLoGETE...
We introduce a new distribution called the Gamma Log-logistic Erlang Truncated Exponential (GLLoGETE...
A new discrete distribution with three parameters called the Discrete Extended Erlang-Truncated Expo...
In this paper the Erlang-truncated exponential distribution is characterized by the conditional expe...
We study a five-parameter lifetime distribution called the McDonald extended exponential model to ge...
We study a five-parameter lifetime distribution called the McDonald extended exponential model to ge...
The inverted generalized exponential distribution is defined as an alternative model for lifetime da...
We introduce a new distribution via the Marshall-Olkin generator calledthe Marshall-Olkin Log-logist...
We introduce a new distribution via the Marshall-Olkin generator calledthe Marshall-Olkin Log-logist...
Abstract Among diseases, cancer exhibits the fastest global spread, presenting a substantial challen...
The exponential distribution is a popular statistical distribution to study the problems in lifetime...
This study derives the parameter estimation in truncated form of a continuous distribution which is ...
This article introduces the Marshall–Olkin generalized Erlang-truncated exponential (MOGETE) distrib...
In this article, the Poisson exponentiated Erlang truncated exponential distribution was developed a...
We introduce a new distribution via the Marshall-Olkin generator called the Marshall-Olkin Log-logis...
We introduce a new distribution called the Gamma Log-logistic Erlang Truncated Exponential (GLLoGETE...
We introduce a new distribution called the Gamma Log-logistic Erlang Truncated Exponential (GLLoGETE...
A new discrete distribution with three parameters called the Discrete Extended Erlang-Truncated Expo...
In this paper the Erlang-truncated exponential distribution is characterized by the conditional expe...
We study a five-parameter lifetime distribution called the McDonald extended exponential model to ge...
We study a five-parameter lifetime distribution called the McDonald extended exponential model to ge...
The inverted generalized exponential distribution is defined as an alternative model for lifetime da...
We introduce a new distribution via the Marshall-Olkin generator calledthe Marshall-Olkin Log-logist...
We introduce a new distribution via the Marshall-Olkin generator calledthe Marshall-Olkin Log-logist...
Abstract Among diseases, cancer exhibits the fastest global spread, presenting a substantial challen...
The exponential distribution is a popular statistical distribution to study the problems in lifetime...