The so-called Kumaraswamy distribution is a special probability developed to model doubled bounded random processes for which the mode do not necessarily have be within bounds. In this article, generalization of called T-Kumaraswamy family defined using T-R {Y} distributions framework. resulting obtained quantile functions some standardized distributions. Some general mathematical properties ne...

In this article, we introduce a new generalized family of Esscher transformed Laplace distribution, namely the Kumaraswamy distribution. We study various properties distribution including survival function, hazard rate cumulative function and reverse function. The parameters are estimated using maximum likelihood method estimation. A real application on breaking stress carbon fibres is also con...

In this study, we propose a new three-parameter lifetime model based on the type-I half-logistic G family and unit-Gompertz model, which named unit Gompertz distribution. The key feature of such novel is that it adds tuning parameter to using in order make more flexible. Diagrams numerical results are used look at model’s mathematical statistical aspects. efficiency estimating distribution para...