[1] Johnson, N.L. and Kotz, Balakrishnan, N. (1994). Continuous Uinvariare Distributions, Vol. 1, 2nd ed. John Wiley & Sons, New York.
[2] Fernandez, A.J. (2012). Minimizing the area of a Pareto confidence region, European Journal of Operational research, 221, 205–212.
[3] Fernandez, A.J. (2013). Smallest Pareto confidence regions and applications, Computational Statistics and Data Analysis, 62, 11–25.
[4] Fernandez, A.J. (2014). Computing optimal confidence sets for Pareto models under progressive censoring, Journal of Computational and Applied Mathematics, 258, 168–180
[5] Asgharzadeh, A., Abdi, M. and Kus, C. (2011). Interval estimation for the two-parameter Pareto distribution based on record values, Selçuk Journal of Applied Mathematics, 149–161. Special Issue.
[6] Asgharzadeh, A., Fernandez, A.J. and Abdi, M. (2017). Confidence sets for two-parameter Rayleigh distribution under progressive censoring, Applied Mathematical modelling, 47, 656–667.
[7] Balakrishnan, N., and Aggarwala, R. (2000). Progressive censoring: Theory, Methods and Applications, Birkhauser Publishers, Boston.
[8] Balakrishnan, N. and Cramer, E. (2014). The Art of Progressive Censoring, Springer, New York.
[9] Kus, C. and Kaya, M.F. (2007). Estimation for the parameters of the Pareto distribution under progressive censoring, Communications in Statistics - Theory and Methods, 36, 1359–1365.
[10] Nelson, W. B. (1970). Statistical methods for accelerated life test datathe inverse power law model, General Electric Co. Tech. Rep.71-C011, New York: Schenectady.
[11] Asgharzadeh, A., Mohammadpour, M. and Ganji, Z.M. (2014). Estimation and reconstruction Based on Left Censored Data from Pareto Model, Journal of Iranian Statistical Society, 13, 151–175.
[12] Parsi, S., Ganjali, M. and Sanjari Farsipour, N. (2010). Simultaneous confidence intervals for the parameters of Pareto distribution under progressive censoring, Communications in Statistics-Theory and Methods, 39, 94–106.
)