A random variable X is said to have the skew-Laplace probability distribution if its pdf is given by f(x) = 2g(x)G(λx), where g (.) and G (.), respectively, denote the pdf and the cdf of the Laplace distribution. When the skew Laplace distribution is truncated on the left at 0 it is called it the truncated skew Laplace (TSL) distribution. This article provides a comparison of TSL distribution with twoparameter gamma model and the hypoexponential model, and an application of the subject model in maintenance system is studied
The gamma distribution is highly important in applications and data modeling. It is usually used to ...
peer reviewedSkew-symmetric distributions are a popular family of flexible distributions that conven...
Based on the approach of Laplace transform, a new class of life distributions called used better tha...
The aim of the present study is to investigate a probability distribution that can be derived from t...
Skew Laplace distributions, which naturally arise in connection with random summation and quantile r...
The discrete skewed Laplace distribution is a flexible distribution with integer domain and simple c...
Stochastic frontier analysis is an exciting method of economic production modeling that is relevant ...
Truncation arises in many practical situations such as Epidemiology, Material science, Psychology, S...
Hidden truncation (HT) and additive component (AC) are two well known paradigms of generating skewed...
In this paper, we derive, the probability density function (pdf) and cumulative distribution functio...
In this paper we introduced the Truncated Exponential Skew Symmetric Gumbel II (TESSG II) distributi...
The skew-Laplace distribution has been used for modelling particle size with point observations. In...
It is shown that the asymmetric Laplace distribution uniquely arises as the distribution of both a d...
Several newly formed continuous parametric distributions are introduced to analyze skewed data. Firs...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
The gamma distribution is highly important in applications and data modeling. It is usually used to ...
peer reviewedSkew-symmetric distributions are a popular family of flexible distributions that conven...
Based on the approach of Laplace transform, a new class of life distributions called used better tha...
The aim of the present study is to investigate a probability distribution that can be derived from t...
Skew Laplace distributions, which naturally arise in connection with random summation and quantile r...
The discrete skewed Laplace distribution is a flexible distribution with integer domain and simple c...
Stochastic frontier analysis is an exciting method of economic production modeling that is relevant ...
Truncation arises in many practical situations such as Epidemiology, Material science, Psychology, S...
Hidden truncation (HT) and additive component (AC) are two well known paradigms of generating skewed...
In this paper, we derive, the probability density function (pdf) and cumulative distribution functio...
In this paper we introduced the Truncated Exponential Skew Symmetric Gumbel II (TESSG II) distributi...
The skew-Laplace distribution has been used for modelling particle size with point observations. In...
It is shown that the asymmetric Laplace distribution uniquely arises as the distribution of both a d...
Several newly formed continuous parametric distributions are introduced to analyze skewed data. Firs...
summary:Up to present for modelling and analyzing of random phenomenons, some statistical distributi...
The gamma distribution is highly important in applications and data modeling. It is usually used to ...
peer reviewedSkew-symmetric distributions are a popular family of flexible distributions that conven...
Based on the approach of Laplace transform, a new class of life distributions called used better tha...