New Lindley-Rayleigh Distribution with Statistical properties and Applications

A New Scale-Invariant Lindley Extension Distribution and Its Applications

“…Among them, Shanker and Mishra [3], Shanker and Ghebretsadik [4], Merovci and Sharma [5], Zakerzade and Dolati [6], Ibrahim et al [7], and Shanker et al [8] introduced generalizations of Lindley with some more parameters. Moreover, Sankaran [9], Zamani and Ismail [10], Ghitany et al [11], Al-Mutairi et al [12], Al-Babtain et al [13], Ghitany et al [14], Al-Mutairi et al [15], Abouammoh et al [16], Ibrahim et al [17], Marthin and Rao [18], Al-Babtain et al [19], Joshi and Kumar [20], Afify et al [21], Chesneau et al [22], Algarni [23], and many others used the Lindley distribution in their research or extended it.…”

Poisson generalized Rayleigh distribution with properties and application

“…Louzada et al (2020) [16] has used different estimation methods to estimate the parameter of exponential-Poisson distribution using rainfall and aircraft data. The new Lindley-Rayleigh distribution has introduced by (Joshi & Kumar, 2020) [8] by compounding Rayleigh distribution with Lindley distribution. In this study, we propose a new distribution based on the generalized Rayleigh distribution has introduced by Surles and Padgett (2001) [30] introduced two-parameter Burr Type X distribution and correctly named as the generalized Rayleigh distribution for more detail see also (Surles and Padgett, 2004) [31] .…”