Type II Half Logistic Family of Distributions with Applications
By Amal Soliman, Mohammed Elgarhy, M. Shakil. 2017
122 citations recorded by the source corpus.
A new family of distributions called the type II half logistic is introduced and studied. Four new special models are presented. Some mathematical properties of the type II half logistic family are studied. Explicit expressions for the moments, probability weighted, quantile function, mean deviation, order statistics and Renyi entropy are investigated. Parameter estimates of the family are obtained based on maximum likelihood procedure. Two real data sets are employed to show the usefulness of the new family.
Subfields: Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/f024ac671213facc9347e4c067effa848aaf5cdb
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In Statistics and Probability
- G. Hamedani
- Nadeem Shafique Butt
- Zubair Ahmad
- Farrukh Jamal
- Ibrahim Elbatal
- M. Arslan Nasir
- Gamze Turun Ozel
- Abdullah M. Almarashi
Citations in the corpus
- Odd Generalized N-H Generated Family of Distributions with Application to Exponential Model (2020, methodology): “…Elgarhy (2016a), Kumaraswamy Weibull-G by Hassan and Elgarhy (2016b), exponentiated extended-G by Elgarhy et al. (2017), type II half logistic-G by Hassan et al. (2017), odd Burr generalized by Alizadeh et al. (2017), generalized odd log-logistic by Cordeiro et al. (2017), a new generalized odd…”
- A new alpha power transformed family of distributions: properties and applications to the Weibull model (2018, background): “[14], exponentiated extended-G proposed by Elgarhy et al.”
- The type II Topp-Leone generated family of distributions : Properties and applications (2018, methodology): “Then, Hassan et al. (2017) has introduced type II half logistic-G family of distributions.”
- The generalized odd Burr III family of distributions: properties, applications and characterizations (2019, unknown): “Furthermore, researchers proposed generalized families; Kumaraswamy-G [2], Marshall–Olkin-G [3], McDonald-G [4], Weibull-G [5], Lomax-G [6], Type II half logistic-G [7], exponentiated extended-G [8], odd Fréchet-G [9], moment exponential-G [10] family of distributions.”