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- Prediction of future failures for generalized exponential distribution under Type-I or Type-II hybrid censoring. Brazilian Journal of Probability and Statistics 2017. 31:41-61 .
- Statistical Inference for Lindley Model based on Type II Censored Data. Journal of Statistical Theory and Applications 2017. 17:178-197 .
- A new weighted Lindley distribution with application. Brazilian Journal of Probability and Statistics 2016. 30:1-27 .
- Record values from NH distribution and associated inference. METRON 2016. 74:37-59 .
- Point and interval estimation for the logistic distribution based on record data. SORT - Statistics and Operations Research Transactions 2016. 40:89-112 .
- A new class of generalized power Lindley distribution. Journal of Applied Probability and Statistics 2015. 10:89-116 .
- Estimation and Reconstruction Based on Left Censored Data from Pareto Model. Journal of the Iranian Statistical Society 2014. 13:151-175 .
- A generalized skew logistic distribution. Revstat Statistical Journal 2013. 11:317-338 .
- Analysis of the hybrid censored data from the logistic distribution. Journal of Probability and Statistical Science 2013. 11:183-198 .
- Confidence intervals for the parameters of the Burr type XII distribution based on records. International Journal of Statistics & Economics 2012. 8:96-104 .
- Estimation of the scale parameter of the Lomax distribution under progressive censoring. International Journal of Statistics & Economics 2011. 6:37-48 .
- Exact confidence intervals and joint confidence regions for the parameters of the Gompertz distribution based on records. Pakistan Journal of Statistics 2011. 27:55-64 .
- Generalized logistic distribution: Bayesian estimation. Journal of Probability and Statistical Science 2011. 9:35-46 .
- Confidence intervals and joint confidence regions for the two-parameter exponential distribution based on records. Communications for Statistical Applications and Methods 2011. 18:103-110 .
- Prediction intervals for proportional hazard rate models based on progressively type II censored samples. Communications for Statistical Applications and Methods 2010. 17:99-106 .
- Estimation and prediction for exponentiated family of distributions based on records. Communications in Statistics: Theory and Methods 2010. 40:68-83 .
- Prediction intervals for exponentiated family of distributions based on record values. Journal of Statistical Theory and Applications 2010. 9:529-548 .
- Point prediction for the proportional hazards family under progressive Type-II censoring. Journal of the Iranian Statistical Society 2010. 9:127-148 .
- Prediction for pareto distribution based on progressively type-II censored samples. Computational Statistics & Data Analysis 2010. 54:1732-1743 .
- Inference for the proportional hazards family under progressive type-II censoring. Journal of the Iranian Statistical Society 2009. 8:35-53 .
- Estimation of the exponential mean time to failure under a weighted balanced loss function. Statistical Papers 2008. 49:121-131 .
- Bayes and Empirical Bayes Estimation of the Scale Parameter of the Gamma Distribution under Balanced Loss Functions. Communications for Statistical Applications and Methods 2007. 14:71-80 .
- Point and Interval Estimation for a Generalized Logistic Distribution Under Progressive Type II Censoring. Communications in Statistics: Theory and Methods 2006. 35:1685-1702 .
- Inference for the scaled half-logistic distribution based on progressively type-II censored samples. Communications in Statistics: Theory and Methods 2005. 34:73-87 .
- Estimation of a normal mean relative to balanced loss functions. Statistical Papers 2004. 45:279-286 .
- Estimation of a normal mean relative to balanced loss functions. Statistical Papers 2004. 45:279-286 .
- Bayesian multivariate normal analysis under balanced loss function. Pakistan Journal of Statistics 2003. 19:231-240 .
- On the admissibility of estimators of the common mean of two normal populations under symmetric and asymmetric loss functions. South African Statistical Journal 2002. 36:39-54 .
- Estimation of the Parameter of a Bernoulli Distribution Using a Balanced Loss Function. Communications for Statistical Applications and Methods 2002. 9:889-898 .