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.
Aryal, Gokarna R. and Tsokos, Chris P.
"Application of the Truncated Skew Laplace Probability Distribution in Maintenance System,"
Journal of Modern Applied Statistical Methods:
2, Article 7.
Available at: http://digitalcommons.wayne.edu/jmasm/vol8/iss2/7