Open Journal of Statistics

Open Journal of Statistics

ISSN Print: 2161-718X
ISSN Online: 2161-7198
www.scirp.org/journal/ojs
E-mail: ojs@scirp.org
"Estimation Using Censored Data from Exponentiated Burr Type XII Population"
written by Essam K. AL-Hussaini, Mohamed Hussein,
published by Open Journal of Statistics, Vol.1 No.2, 2011
has been cited by the following article(s):
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[2] A new extension of the Burr XII distribution generated by odd log-logistic random variables
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[6] EXPONENTIATED BURR XII DISTRIBUTION BASED ON DUAL GENERALIZED ORDER STATISTICS.
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[11] Bayes Estimation for Constant-Partially ALT Progressively Censored Burr XII Data.
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[12] Estimation for the parameters of the Burr Type XII distribution under doubly censored sample with application to microfluidics data
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[13] Bayes estimation for constant-partially alt progressively censored Burr XII data
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[14] Confidence Limits for Progressive Censored Burr Type-XII Data under Constant-Partially ALT
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[15] Modified Burr III G Family of Distributions: Properties and Applications
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[16] Bayesian inference for the randomly censored Burr-type XII distribution
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[17] The gamma Burr XII distribution: Theory and application
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[18] Bound lengths for Burr-XII distribution under step-stress PALT
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[19] The gamma Burr XII distribution: Theory and application.
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[20] The gamma Burr XII distributions: Theory and applications
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[21] BAYESIAN ANALYSIS OF SOME RANDOMLY CENSORED LIFETIME DISTRIBUTIONS
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[22] ON THE BURR TYPE III DISTRIBUTION: PROPERTIES AND BAYES INTERVAL PREDICTION
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[24] A Weibull Generated Exponentiated Exponential Model: Properties and Bayes Interval Prediction.
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[25] Family of Exponentiated Burr Type XII Distributions
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[26] Parameter induction in continuous univariate distributions: Well-established G families
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[27] On Bayesian Analysis of Failure Rate under Topp Leone Distribution using Complete and Censored Samples
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[28] Parameter estimation and prediction of order statistics for the Burr Type XII distribution with Type II censoring
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[29] Bayesian Estimation and Prediction of Burr Type XI Distribution under Singly and Doubly Censored Samples.
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[30] Bayesian Inference of Burr Type VIII Distribution Based on Censored Samples
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[31] Bayesian analysis of randomly censored Burr type XII distribution under different loss functions
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[32] Estimating the Reliability Function for a Family of Exponentiated Distributions
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[33] Posterior Analysis of Burr Type V Distribution under Different Types of Censoring
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[34] Posterior Analysis of Burr Type V Distribution under Different Types of Censoring.
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[35] Research Article Estimating the Reliability Function for a Family of Exponentiated Distributions
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[36] Bayesian estimation and prediction of burr type XI distribution under singly and doubly censored samples
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[37] A new exponential-type distribution with constant, decreasing, increasing, upside-down bathtub and bathtub-shaped failure rate function
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[38] Bayesian analysis of burr type x distribution under complete and censored samples
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[40] A SUGGESTED DEVELOPMENT OF THE SCALAR ESTIMATION ERROR (?) FOR THE LINEX LOSS FUNCTION TO ESTIMATE THE THREE PARAMETERS FOR BURR-XII FROM THE TYPE–II HYBRID CENSORED DATA
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[41] de l'article
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[42] A suggested development of the scalar estimation error for the Linex Loss Function to estimate the three parameters for burr-XII from the type-II hybrid censored data
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[43] A Suggested development of the scalar estimation error (D) for the Linex Loss Function to estimate the three parameters for Burr-XII from the type-II hybrid censored …
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[44] A Suggested development of the scalar estimation error (D) for the Linex Loss Function to estimate the three parameters for Burr-XII from the type-II hybrid …
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[45] Предложение по нахождению погрешности скалярной оценки функции потерь Линекс для оценки трех параметров Burr-XII на основе гибридных …
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