On the transmuted extreme value distribution with application

By Gokarna R. Aryal, Chris P. Tsokos. 2009

193 citations recorded by the source corpus.

Subfields: Artificial Intelligence, Finance, Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/37973af91715fdbf4c26f8ad61c738741936c6bc

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Citations in the corpus

Generalized Transmuted Family of Distributions: Properties and Applications (2017, background): “α λ G(x) Reduced distribution 1 - G(x) Transmuted G family of distributions [42] - 0 G(x) Proportioanl reversed hazard rate family [25] 1 0 G(x) G(x) 1 - exponential Transmuted exponential distribution [42] 1 - pareto Transmuted pareto distribution [41] 1 - Gumbel Transmuted Gumbel distribution [10]”
Transmuted Lomax Distribution (2013, background): “References [1] Aryal, R. G. and Tsokos, P. C.”
Transmuted Inverse Rayleigh Distribution: A Generalization of the Inverse Rayleigh Distribution. (2014, background): “Aryal and Tsokos (2009,2011) studied the transmuted extreme distributions. The authors provided the mathematical characterization of transmuted Gumbel and transmuted Weibull distributions and their applications to analyze real data sets. Faton Merovci (2013) studied the transmuted Rayleigh distribut”
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 EXPONENTIATED EXPONENTIAL DISTRIBUTION (2013, methodology): “[2] studied the transmuted Gumbel distribution and it has been observed that transmuted Gumbel distribution can be used to model climate data.”
The Transmuted Generalized Inverse Weibull Distribution (2013, background): “× { 1− h(j) [ 1 + λ− λh(j) ]}n−j αβγ(αx(1)) e(1) −β [ 1 + λ− 2λe(1) −β ]”
Transmuted Lindley-Geometric Distribution and its applications (2013, background): “Aryal and Tsokos [1] defined the transmuted generalized extreme value distribution and they studied some basic mathematical characteristics of transmuted Gumbel probability distribution and it has been observed that the transmuted Gumbel can be used to model climate data.”
A new class of distribution having decreasing, increasing, and bathtub-shaped failure rate (2017, methodology): “In this context, quadratic rank transmuted matrix (QRTM) is a new technique of generalization proposed by Shaw and Buckley (2007) (see Aryal and Tsokos, 2009 for more details), and Cordeiro et al. (2013) proposed a new class CONTACT S. K. Maurya sandeepmaurya.maurya@gmail.com Department of…”
Transmuted Weibull Distribution: A Generalization of theWeibull Probability Distribution (2011, methodology): “[1] studied the the transmuted Gumbel distribution and it has been observed that transmuted Gumbel distribution can be used to model climate data.”
A General Transmuted Family of Distributions (2018, background): “The quadratic transmuted class has been further studied and extended by Aryal and Tsokos (2009, 2011); Nofal et al. (2017); Alizadeh et al. (2016); Merovci et al. (2016) and Yousof et al. (2015).”
Cubic rank transmuted distributions: inferential issues and applications (2017, background): “Following this idea, several authors have considered extensions of some common survival distributions: see [2,3].”
Transmuted Generalized Rayleigh Distribution (2014, methodology): “[1] studied the transmuted Gumbel distribution and it has been observed that transmuted Gumbel distribution can be used to model climate data.”