Generalized Lindley Distribution

By Hojjatollah Zakerzadeh, Ali Dolati. 2009

349 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/45131b49fdabbbf95b66d53287e99dbf8a6ad0b1

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Citations in the corpus

Sujatha Distribution and its Applications (2016, methodology): “…with its applications in modelling lifetime data from different fields of knowledge by different researchers including Zakerzadeh and Dolati (2009), Nadarajah et al. (2011), Deniz and Ojeda (2011), Bakouch et al. (2012), Shanker and Mishra (2013 a, 2013 b), Shanker and Amanuel (2013), Shanker et…”
A two-parameter Lindley distribution (2013, background): “Zakerzadah and Dolati (2009) obtained a generalized Lindley distribution and discussed its various properties and applications.”
A new two parameter lifetime distribution: model and properties (2012, methodology): “Mahmoudi and Zakerzadeh [15] proposed an extended version of the compound Poisson distribution which was obtained by compounding the Poisson distribution with the generalized Lindley distribution which is obtained and analyzed by Zakerzadeh and Dolati [25].”
Transmuted Lindley-Geometric Distribution and its applications (2013, methodology): “rsion of the compound Poisson distribution which was obtained by compounding the Poisson distribution with the generalized Lindley distribution which is obtained and analyzed by Zakerzadeh and Dolati [25]. Recently a new extension of the Lindley distribution, called extended Lindley (EL) distributio”
A New Class of Generalized Power Lindley Distribution with Applications to Lifetime Data (2016, unknown): “[12] studied the mathematical and statistical properties of the generalized Lindley (GL) distribution.”
The transmuted Weibull-G family of distributions (2017, methodology): “Also, we compare TW-L with Exponentiated power Lindley (EPL)(Warahena-Liyanage and Pararai, 2014), extended Lindley (EXL)(Bakouch et al., 2012), extended power Lindley (EPL)(Alkarni, 2015) and generalized Lindley (GL)(Zakerzadeh and Dolati, 2009) distributions.”
A new class of generalized Lindley distributions with applications (2015, methodology): “[4] studied the mathematical and statistical properties of the generalized Lindley (GL) distribution.”
Alpha-Power Transformed Lindley Distribution: Properties and Associated Inference with Application to Earthquake Data (2019, background): “Nadarajah et al. (2011) proposed a generalized Lindley distribution (GL) and provided comprehensive account of the mathematical properties of the distribution.”
The generalized inverse Lindley distribution: A new inverse statistical model for the study of upside-down bathtub data (2016, background): “© Taylor & Francis Group, LLC refer to Murthy et al. (2004).”