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Original Articles

A New Weibull–Pareto Distribution: Properties and Applications

, , , &
Pages 3548-3567 | Received 18 Jan 2014, Accepted 14 Jul 2014, Published online: 05 Nov 2014

References

  • Akinsete, A., Famoye, F., Lee, C. (2008). The beta-Pareto distribution. Statistics 42:547–563.
  • Alzaatreh, A. (2011). A New Method for Generating Families of Continuous Distributions. Ph.D. dissertation, Mount Pleasant, Michigan:Central Michigan University.
  • Alzaatreh, A., Famoye, F., Lee, C. (2012). Gamma-Pareto distribution and its applications. Journal of Modern Applied Statistical Methods 11:78–94.
  • Alzaatreh, A., Famoye, F., Lee, C. (2013a). Weibull-Pareto distribution and its applications. Communications in Statistics–Theory and Methods 42:1673–1691.
  • Alzaatreh, A., Famoye, F., Lee, C. (2013b). A new method for generating families of continuous distributions. Metron 71:63–79.
  • Bourguignon, M., Silva, M.B., Zea, L.M., Cordeiro, G.M. (2013). The Kumaraswamy Pareto distribution. Journal of Statistical Theory and Applications 12:129–144.
  • Bourguignon, M., Silva, R.B., Cordeiro, G.M. (2014). The Weibull–G family of probability distributions. Journal of Data Science 12:53–68.
  • Chen, G., Balakrishnan, N. (1995). A general purpose approximate goodness-of-fit test. Journal of Quality Technology 27:154–161.
  • Choulakian, V., Stephens, M.A. (2001). Goodness-of-fit for the generalized Pareto distribution. Technometrics 43:478–484.
  • Cordeiro, G.M., de Castro, M. (2011). A new family of generalized distributions. Journal of Statistical Computation and Simulation 81:883–893.
  • Eugene, N., Lee, C., Famoye, F. (2002). Beta-normal distribution and its applications. Communications in Statistics–Theory and Methods 31:497–512.
  • Gupta, R.C., Gupta, P.I., Gupta, R.D. (1998). Modeling failure time data by Lehmann alternatives. Communications in Statistics–Theory and Methods 27:887–904.
  • Lee, E.T., Wang, J.W. (2003). Statistical Methods for Survival Data Analysis, 3rd ed. New York: Wiley.
  • Lehmann, E.E. (1953). The power of rank tests. Annals of Mathematical Statistics 24:23–43.
  • Lemonte, A.J. (2014). The beta log-logistic distribution. Brazilian Journal of Probability and Statistics. 28313–332.
  • Lemonte, A.J., Cordeiro, G.M. (2013). An extended Lomax distribution. Statistics 47:800–816.
  • Mahmoudi, E. (2011). The beta generalized Pareto distribution with application to lifetime data. Mathematics and Computers in Simulation 81:2414–2430.
  • Mansoor, M. (2013). Properties and Extensions of Stoppa Income Size Distribution. Unpublished M.Phil. dissertation, Department of Statistics, The Islamia University of Bahawalpur, Pakistan.
  • Nassar, M.M., Nada, N.K. (2011). The beta generalized Pareto distribution. Journal of Statistics: Advances in Theory and Applications 6:1–17.
  • Pareto, V. (1896). La courbe de la répartition de la richesse. In: ViretGenton, C., ed. Recueil Publié par la Faculté de Droit á l.occasion de l.exposition Nationale Suisse. Lausanne:Université de Lausanne, pp. 373–387.
  • Pickands, J. (1975). Statistical inference using extreme order statistics. Annals of Statistics 3:119–131.
  • Stoppa, G. (1990). A new model for income size distribution. In: Dagum, C., Zenga, M., eds. Income and Wealth Distribution, Inequality and Poverty, New York:Springer, pp. 33–41.
  • Zea, L.M., Silva, R.B., Bourguignon, M., Santos, A.M., Cordeiro, G.M. (2012). The beta exponentiated Pareto distribution with application to bladder cancer susceptibility. International Journal of Statistics and Probability 1:8–19.
  • Zografos, K., Balakrishnan, N. (2009). On families of beta- and generalized gamma-generated distributions and associated inference. Statistical Methodology 6:344–362.

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