2014
DOI: 10.1080/01966324.2014.954296
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A Gamma-Generated Logistic Distribution: Properties and Inference

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Cited by 8 publications
(7 citation statements)
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“…Particular gamma G I distributions studied in the literature include the gamma Dagum distribution (Oluyede, Huang, and Pararai 2014), the gamma exponentiated Weibull distribution (Castellares and Lemonte 2015), the gamma extended Frechet distribution (Silva, Andrade, Maciel, Campos, and Cordeiro 2013), the gamma half normal distribution (Alzaatreh and Knight 2013), the gamma inverse Weibull distribution (Pararai, Warahena-Liyanage, and Oluyede 2014), the gamma linear failure rate distribution (Cordeiro, Ortega, and Popovic 2014a), the gamma log-logistic distribution (Ramos, Cordeiro, Marinho, Dias, and Hamedani 2013), the gamma logistic distribution (Castellares, Santos, Montenegro, and Cordeiro 2015), the gamma Lomax distribution (Cordeiro, Ortega, and Popovic 2015) and the gamma normal distribution (Alzaatreh, Famoye, and Lee 2014).…”
Section: Families Of Distributions and R Codementioning
confidence: 99%
“…Particular gamma G I distributions studied in the literature include the gamma Dagum distribution (Oluyede, Huang, and Pararai 2014), the gamma exponentiated Weibull distribution (Castellares and Lemonte 2015), the gamma extended Frechet distribution (Silva, Andrade, Maciel, Campos, and Cordeiro 2013), the gamma half normal distribution (Alzaatreh and Knight 2013), the gamma inverse Weibull distribution (Pararai, Warahena-Liyanage, and Oluyede 2014), the gamma linear failure rate distribution (Cordeiro, Ortega, and Popovic 2014a), the gamma log-logistic distribution (Ramos, Cordeiro, Marinho, Dias, and Hamedani 2013), the gamma logistic distribution (Castellares, Santos, Montenegro, and Cordeiro 2015), the gamma Lomax distribution (Cordeiro, Ortega, and Popovic 2015) and the gamma normal distribution (Alzaatreh, Famoye, and Lee 2014).…”
Section: Families Of Distributions and R Codementioning
confidence: 99%
“…There is mounting scientific evidence regarding the inconsistency and weakness of the logit and probit models for skewed binary response data. Recent studies have proposed alternative methods for handling binomial responses, such as: a gamma generated logistic distribution [ 6 ], gamma and log-normal distributions [ 7 ], improved analysis for skewed continuous responses [ 8 ], a skewed Weibull regression model [ 9 ], a generalized logistic distribution [ 10 ], and a skewed logit model [ 4 ]. This shows that modeling non-normality continues to be a topic of importance in recent general research.…”
Section: Introductionmentioning
confidence: 99%
“…There is mounting scientific evidence regarding the inconsistency of the logistic distribution for binary response data. Recent studies have proposed alternative methods for handling binomial responses: assuming a gamma generated logistic distribution [4], gamma and log-normal distributions [5], improved analysis for skewed continuous responses [6], skewed Weibull regression model [7], generalized logistic distribution [8], and skewed logit [3]. This application shows that modeling non-normality continues to be appreciated in recent research; however, few methods have been considered and applied in health research.…”
Section: Introductionmentioning
confidence: 99%