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[1] Aitchison, J. and Dunsmore I. R. (1975), Statistical Prediction Analysis. Cambridge University Press, Cambridge. [2] Ali Mousa, M. A. M. (2001), Inference and Prediction for Pareto Porgressively Censored data. Journal of Statistical Computation and Simulation., 71(2), 163-181. [3] Ali Mousa, M. A. M. (2003), Bayesian Predcition based on Pareto Dounly Censored data. Statistics., 37(1), 65-72 [4] Arnold, B. C. and Press, S. J. (1989), Bayesian estimation and prediction for Pareto data, Journal of the American Statistical Association., 84, 1079-1084. [5] Compaq Visual Fortran, Professional Edition V6.5 Intel Version and IMSL (2000), Compaq Computer Corporation. [6] David, H. A. (1981), Order Statistics, 2nd ed., John Wiley and Sons, Inc., New York. [7] Engelhardt, M., Bain, L. J. and Shiue, W. K. (1986), Statistical analysis of a compound exponential failure model, Journal of Statistical Computation and Simulation, 23, 229-315. [8] Johnson, N. L., Kotz, S., and Balakrishnan, N. (1994), Continuous Univariate Distribution, (2nd ed.), Vol. 1., Wiley, New York [9] Lingappaiah, G. S. (1981). Sequential life testing with spacings, exponential modle. IEEE Transactions on Reliability, 30, 370-374 [10] Martz, H. F. and Waller, R. A. (1982), Bayesian Reliability Analysis, Wiley, New York. [11] Nigm, A. M. and Hamdy H. I. (1987), Bayesian Prediction Bounds for the Pareto Lifetime Model. Communications in Statistics-Theory and Methods, 16, 1761-1772. [12] Nigm, A. M., Al-Hussaini, E. K. and Jaheen, Z. F. (2003), Bayesian one-sample Prediction of future observations under Pareto distribution. Statistics, 37(6), 527-536 [13] Ouyang, L. Y. and Wu, S. J. (1994), Prediction Intervals for an Ordered Observation from a Pareto Distribution. IEEE Transactions on Reliability, 43, 264-269 [14] Waller, R. A. and Waterman, M, S.(1978), Percentiles for the Gamma Distribution, SIAM Review, 20(1), 186-187 [15] Wu, J. W., Lu, H. L., Chen, C. H. and Yang, C. H. (2004), A note on the Prediction intervals for a future ordered observation from a Pareto distribution. Quality and Quantity, 38, 217-233
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