In this paper, based on a left censored data from the twoparameter Pareto distribution, maximum likelihood and Bayes estimators for the two unknown parameters are obtained. The problem of reconstruction of the past failure times, either point or interval, in the left-censored set-up, is also considered from Bayesian and non-Bayesian approaches. Two numerical examples and a Monte Carlo simulation study are given for illustrative purposes.
Asgharzadeh,A. , Mohammadpour,M. and Ganji,Z. M. (2022). Estimation and Reconstruction Based on Left Censored Data from Pareto Model. Journal of the Iranian Statistical Society, 13(2), 151-175.
MLA
Asgharzadeh,A. , , Mohammadpour,M. , and Ganji,Z. M. . "Estimation and Reconstruction Based on Left Censored Data from Pareto Model", Journal of the Iranian Statistical Society, 13, 2, 2022, 151-175.
HARVARD
Asgharzadeh A., Mohammadpour M., Ganji Z. M. (2022). 'Estimation and Reconstruction Based on Left Censored Data from Pareto Model', Journal of the Iranian Statistical Society, 13(2), pp. 151-175.
CHICAGO
A. Asgharzadeh, M. Mohammadpour and Z. M. Ganji, "Estimation and Reconstruction Based on Left Censored Data from Pareto Model," Journal of the Iranian Statistical Society, 13 2 (2022): 151-175,
VANCOUVER
Asgharzadeh A., Mohammadpour M., Ganji Z. M. Estimation and Reconstruction Based on Left Censored Data from Pareto Model. JIRSS, 2022; 13(2): 151-175.
Journal of the Iranian Statistical Society