Mohammad Z. Raqab - researchr alias

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Viewing Publication 1 - 23 from 23

2024

Optimal confidence regions for the parameters of a general exponential class under Type-II progressive censoringReem A. Al-Jarallah, Mohammad Z. Raqab. rairo, 58(2):1233-1247, 2024. [doi]

Classical and Bayesian inferences for two Topp-Leone models under joint progressive Type-II censoringHusam Awni Bayoud, Mohammad Z. Raqab. cssc, 53(1):427-445, January 2024. [doi]

2023

Inference for step-stress plan with Khamis-Higgins model under type-II censored Weibull dataMohammad A. Amleh, Mohammad Z. Raqab. qre, 39(3):982-1000, April 2023. [doi]

Comparison of estimators and predictors based on modified weibull records: Bayesian and non-Bayesian approachesMohammed Sayed Kotb, Mohammad Z. Raqab. cssc, 52(6):2518-2541, June 2023. [doi]

2022

Comparative study for assessing the Pitman's closeness of predictors based on exponential record dataHeba A. Almuzaini, Mohammad Z. Raqab. cssc, 51(8):4427-4449, 2022. [doi]

Varentropy of inactivity time of a random variable and its related applicationsMohammad Z. Raqab, Husam A. Bayoud, Guoxin Qiu. imamci, 39(1):132-154, 2022. [doi]

2021

Estimation and prediction for a new Pareto-type distribution under progressive type-II censoringA. Saadati Nik, Akbar Asgharzadeh, Mohammad Z. Raqab. mcs, 190:508-530, 2021. [doi]

Inference for an exponentiated half logistic distribution with application to cancer hybrid censored dataMohammad Z. Raqab, Omar M. Bdair, Manoj Kumar Rastogi, Fahad M. Al-Aboud. cssc, 50(4):1178-1201, 2021. [doi]

2019

Statistical inference for modified Weibull distribution based on progressively type-II censored dataMohammed S. Kotb, Mohammad Z. Raqab. mcs, 162:233-248, 2019. [doi]

Maximum likelihood prediction of records from 3-parameter Weibull distribution and some approximationsMohammad Z. Raqab, Laila A. Alkhalfan, Omar M. Bdair, Narayanaswamy Balakrishnan. jcam, 356:118-132, 2019. [doi]

Prediction of future failures times based on Type-I hybrid censored samples of random sample sizesReza Valiollahi, Akbar Asgharzadeh, Mohammad Z. Raqab. cssc, 48(1):109-125, 2019. [doi]

2018

Bayesian inference and prediction of the Rayleigh distribution based on ordered ranked set samplingMohammed S. Kotb, Mohammad Z. Raqab. cssc, 47(3):905-923, 2018. [doi]

Discriminating among Weibull, log-normal, and log-logistic distributionsMohammad Z. Raqab, Shafiqah A. Al-Awadhi, Debasis Kundu. cssc, 47(5):1397-1419, 2018. [doi]

Estimation and prediction for power Lindley distribution under progressively type II right censored samplesR. Valiollahi, Mohammad Z. Raqab, A. Asgharzadeh, F. A. Alqallaf. mcs, 149:32-47, 2018. [doi]

2017

Discriminating between the generalized Rayleigh and Weibull distributions: Some comparative studiesMurad A. Ahmad, Mohammad Z. Raqab, Debasis Kundu. cssc, 46(6):4880-4895, 2017. [doi]

Estimation of Pr(Y < X) for the two-parameter generalized exponential recordsA. Asgharzadeh, R. Valiollahi, Mohammad Z. Raqab. cssc, 46(1):379-394, 2017. [doi]

Inference and prediction for modified Weibull distribution based on doubly censored samplesM. S. Kotb, Mohammad Z. Raqab. mcs, 132:195-207, 2017. [doi]

2016

One-sequence and two-sequence prediction for future Weibull recordsOmar M. Bdair, Mohammad Z. Raqab. jsta, 15(4):345-366, 2016. [doi]

2015

Statistical Inference Based on Progressively Type II Censored Data from Weibull ModelRaed R. Abu Awwad, Mohammad Z. Raqab, Intesar M. Al-Mudahakha. cssc, 44(10):2654-2670, 2015. [doi]

2013

Comparisons among some predictors of exponential distributions using Pitman closenessMohammad Z. Raqab, Jafar Ahmadi, Byan A. Arabli. cstat, 28(5):2349-2365, 2013. [doi]

2010

Prediction for Pareto distribution based on progressively Type-II censored samplesMohammad Z. Raqab, A. Asgharzadeh, R. Valiollahi. csda, 54(7):1732-1743, 2010. [doi]

2005

Generalized Rayleigh distribution: different methods of estimationsDebasis Kundu, Mohammad Z. Raqab. csda, 49(1):187-200, 2005. [doi]

2001

Optimal prediction-intervals for the exponential distribution, based on generalized order statisticsMohammad Z. Raqab. tr, 50(1):112-115, 2001. [doi]

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