Publications

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2023
Hussam, E., M. A. Sabry, A. M. M. El-Raouf, and E. M. Almetwally, "Fuzzy vs. Traditional Reliability Model for Inverse Weibull Distribution", axioms, vol. 12, issue 6, pp. 1-17, 2023.
application/pdf iconaxioms-12-00582-with-cover.pdf
2022
Sabry, M. A., E. M. Almetwally, and H. M. Elomngy, "Monte Carlo Simulation of Stress-Strength Model and Reliability Estimation for Extension of the Exponential Distribution", Thailand Statistician, 2022.
Fathy H. Riad, M. A. Sabry, E. M. Almetwally, R. Aldallal, R. Alharbi, and M. Hossain, "On Extended Neoteric Ranked Set Sampling Plan: Likelihood Function Derivation and Parameter Estimation", Hindawi Complexity, vol. 2022, pp. 13, 2022. complexity_paper_2022.pdf
Alsuhabi, H., I. Alkhairy, E. M. Almetwally, H. M. Almongy, A. M. Gemeay, E. H. Hafez, R. A. Aldall, and M. Sabry, "A superior extension for the Lomax distribution with application to Covid-19 infections real data", Alexandria Engineering Journal, vol. 61, pp. 11077–11090, 2022. 1-s2.0-s1110016822002423-main_2.pdf
2021
H., S. M. A., A. E. M., E. H. M., and I. G. M., "Assessing the Performance of Some Ranked Set Sampling Designs Using Hybrid Approach", Computers, Materials & Continua, vol. Accepted, 2021.
Sabry, M. A., and E. M. Almetwally, "Estimation of the Exponential Pareto Distribution’s Parameters under Ranked and Double Ranked Set Sampling Designs", Pakistan Journal of Statistics and Operation Research, vol. 17, issue 1, pp. 169-184, 2021.
Sabry, M. A. H., E. M. Almetwally, O. A. Alamri, M. Yusuf, H. M. Almongy, and A. S. Eldee, "Inference of fuzzy reliability model for inverse Rayleigh distribution", AIMS Mathematics, vol. 6, issue 9, pp. 9770–9785, 2021.
E. M. Almetwally, M. A. H. Sabry, R. A. harby, D. Alnagar, and E. H. Hafez, "Marshall–Olkin Alpha Power Weibull Distribution: Different Methods of Estimation based on Type-I and Type-II Censoring", Hindawi-Complexity, , vol. 2021, issue Article ID 5533799, pp. 18 pages, 2021.
Alshenawy, R., M. A. Sabry, E. M. Almetwally, and H. M. Elomngy, "Product Spacing of Stress–Strength under Progressive Hybrid Censored for Exponentiated-Gumbel Distribution", Computers, Materials & Continua, vol. 66, issue 3, pp. 2973–2995, 2021. product_spacing_of_stress-strength_under_progressive_hybrid_censored_for_exponentiated-gumbel_distribution_1.pdf
Alshenawy, R., M. A. H. Sabry, E. M. Almetwally, and H. M. Elomngy, "Product Spacing of Stress–Strength under Progressive Hybrid Censored for Exponentiated-Gumbel Distribution", Computers, Materials & Continua, vol. 66, issue 3, pp. 2973-2995, 2021. 5-2021-product_spacing_of_stress-strength_under_progressive_hybrid.pdf
2020
Sabry, M. A., and Shaaban M., "Dependent Ranked Set Sampling Designs for Parametric Estimation with Applications", Ann. Data. Sci., vol. 7, pp. 357-371, 2020. 2-sabry-shaaban2020_article_dependentrankedsetsamplingdesijoint2.pdf
Sabry, M. A., and M. Shaaban, "Dependent Ranked Set Sampling Designs for Parametric Estimation with Applications", Annals of Data sciences, vol. 7, issue 2, pp. 357-371, 2020. lbhth_lthn-02.pdf
Hassan, A. S., M. A. H. Sabry, and A. Elsehetry, "A New Family of Upper-Truncated Distributions: Properties and Estimation", Thailand Statistician, vol. 18, issue 2, pp. 196-214, 2020. 8-a_new_family_of_upper-truncated_distributions_joint3.pdf
Hassan, A. S., M. A. H. Sabry, and A. Elsehetry, "A New Probability Distribution Family Arising from Truncated Power Lomax Distribution with Application to Weibull Model", Pakistan Journal of Statistics and Operation Research, vol. 16, issue 4, pp. 661-674, 2020. 3442-full_text_article-14116-2-10-20201203.pdf
Hassan, A. S., M. A. H. Sabry, and A. Elsehetry, "Truncated Power Lomax Distribution with Application to Flood Data", Jourtrnal of Statistics applications and Probability, vol. 9, issue 2, pp. 1-13, 2020. 11-truncated_power_lomax_distribution_with_applicationjoint3.pdf
2019
E. M. Almetwally, H. M. Almongy, and M. A. Sabry, "Bayesian And Classical Estimation For The Weibull Distribution Parameters Under Progressive Type-Ii Censoring Schemes", International Journal of Mathematical Archive, vol. 10, issue 7, pp. 9-22, 2019. 9-bayesian_and_classical_estimation_for_the_weibull_distribution_parameters_under_progressive_type-ii_censoring_schemesjoint3.pdf
Sabry, M. A., M. H. Z., N. A., and Shaaban M., "Parameter Estimation for the Power Generalized Weibull Distribution Based on One- and Two-Stage Ranked Set Sampling Designs", Journal of Statistics Applications & Probability, vol. 8, issue 2, pp. 113-128, 2019. 12-parameterestimationforthepowergeneralizedweibulljoint4.pdf
2017
Sabry, M. A., and E. A. Amin, "Fuzzy Reliability Estimation for Exponential Distribution Using Ranked Set Sampling", International Journal of Contemporary Mathematical sciences, vol. 12, issue 1, pp. 31-42, 2017. 1-fuzzy_reliability_estimation_for_exponential_joint2.pdf
2014
, a_weighted_three-parameter_weibull_distribution, , 2014. 10_a_weighted_three-parameter_weibull_distribution-final.pdf
, bayesian_and_maximum_likelihood_estimation_for_kumaraswamy_distribution_based_on_ranked_set_sampling, , 2014. 7_bayesian_and_maximum_likelihood_estimation_for_kumaraswamy_distribution_based_on_ranked_set_sampling.pdf
, Dr. Mohamed Hussian CV, , 2014.
, estimation_of_stress_strength_model_for_the_gied_using_rss, , 2014. 6_estimation_of_stress_strength_model_for_the_gied_using_rss.pdf
, transmuted_exponentiated_gamma_distribution, , 2014. 9_transmuted_exponentiated_gamma_distribution.pdf
2013
, a_weighted_inverted_exponential_distribution, , 2013. 4_a_weighted_inverted_exponential_distribution_2013.pdf
, estimation_of_pylessx_for_the_class_of_kumaraswamy-g_distributions, , 2013. 3_estimation_of_pylessx_for_the_class_of_kumaraswamy-g_distributions2013.pdf
Tourism