A new flexible family of continuous distributions: the additive Odd-G family
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CitationAltun, E., Korkmaz, M. Ç., El-Morshedy, M., & Eliwa, M. S. (2021). A New Flexible Family of Continuous Distributions: The Additive Odd-G Family. Mathematics, 9(16), 1837.
This paper introduces a new family of distributions based on the additive model structure. Three submodels of the proposed family are studied in detail. Two simulation studies were performed to discuss the maximum likelihood estimators of the model parameters. The log location-scale regression model based on a new generalization of the Weibull distribution is introduced. Three datasets were used to show the importance of the proposed family. Based on the empirical results, we concluded that the proposed family is quite competitive compared to other models.
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A new family of distributions called the exponential Lindley odd log-logistic G family is introduced and studied. The new generator generalizes three newly defined G families and also defines two new G families We provide ...
Korkmaz, Mustafa Çağatay (Ankara Universty, 2019)In this study, we present a new family of continuous distributions via an extended form of the Weibull distribution. Some special members of the newly de.ned family are discussed and the new univariate continuous distributions ...
Ali, M. Masoom; Korkmaz, Mustafa Çağatay; Yousof, Haitham M.; Butt, Nadeem Shafique (Univ Punjab, 2019)In this work, we focus on some new theoretical and computational aspects of the Odd LindleyLomax model. The maximum likelihood estimation method is used to estimate the model parameters. We show empirically the importance ...