Transmuted Modified Weibull Distribution: A Generalization of the Modified Weibull Probability Distribution

By Muhammad Shuaib Khan, Robert A. R. King. 2013

172 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/5903275c283944d9022fa9e7b512fa74d4feec69

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Citations in the corpus

The Transmuted Marshall-Olkin Fr\'{e}chet Distribution: Properties and Applications (2015, background): “For example, Aryal and Tsokos (2009) defined the transmuted generalized extreme value, Aryal and Tsokos (2011) proposed the transmuted Weibull, Khan and King (2013) introduced the transmuted modified Weibull, Afify et al. (2014) defined the transmuted complementary Weibull geometric and Afify et…”
Transmuted Lindley-Geometric Distribution and its applications (2013, background): “Recently, Aryal (2013) proposed and studied the various structural properties of the transmuted Log-Logistic distribution, and Khan and King [13] introduced the transmuted modified Weibull distribution which extends recent development on transmuted Weibull distribution by Aryal et al.”
Sine Topp-Leone-G family of distributions: Theory and applications (2020, methodology): “For this cancer patient data set, we compare the fit of the STLIL model with the fits of the following competitors: SIL model derived by Souza [67], sine Weibull (SW) model derived by Souza [67], Kumaraswamy-log-logistic (KwLL) model derived by Santana et al. [65], transmuted complementary Weibull g”
The Kumaraswamy Transmuted-G Family of Distributions: Properties and Applications (2021, background): “…2014), gamma Weibull (GW) (Provost et al., 2011), BW (Lee et al., 2007), modi…ed beta Weibull (MBW) (Khan, 2015), transmuted modi…ed Weibull (TMW) (Khan and King, 2013) and transmuted exponenti-ated generalized Weibull (TExGW) (Yousof et al., 2015) distributions, whose pdf’s (for x > 0) are…”
The generalized transmuted-G family of distributions (2017, unknown): “The TMW density (Khan and King, 2013) given by f (x) = (α + γβxβ−1)e−(αx+γ xβ ){1 − λ + 2λe−(αx+γ xβ )}.”
The Topp-Leone Generated Weibull Distribution: Regression Model, Characterizations and Applications (2016, unknown): “…et al., 2015), McDonald Weibull (Cordeiro, Hashimoto, & Ortega, 2014), gamma Weibull (Provost, Saboor, & Ahmad, 2011), transmuted modified Weibull (Khan & King, 2013), beta Weibull (Lee, Famoye, & Olumolade, 2007), generalized transmuted Weibull (Nofal, Afify, Yousof, & Cordeiro, 2015),…”
General Results for the Transmuted Family of Distributions and New Models (2016, background): “[5] M. S. Khan and R. King, “Transmuted modified weibull distribution: a generalization of the modified weibull probability distribution,” European Journal of Pure and Applied Mathematics, vol. 6, no. 1, pp. 66–88, 2013.”
Transmuted Complementary Weibull Geometric Distribution (2014, background): “Khan and King (2013) introduced the transmuted modified Weibull distribution.”