mohammed khlil shakhatreh
• Department of Mathematics and Statistics - Faculty Member
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- Ph.D. of STATISTICS from UNIVERSITY of Toronto, 2008
- Msc. of STATISTICS from Yarmouk University, 1996
- Bsc. of STATISTICS from Yarmouk University, 1993
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"A New Modified Kies Family: Properties, Estimation Under Complete and Type-II Censored Samples and Engineering Applications", Mathematics
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"A New Three - Parameter Extension of the Log- Logistic Distribution with Application to Survival Data", Communications in Statistics - Theory and Methods
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"Gaussian process regression with skewed errors", Journal of Computational and Applied Mathematics
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"Inverse Lindley power series distributions: a new compounding family and regression model with censored data", Journal of Applied Statistics
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"Objective Bayesian analysis for the differential entropy of the Weibull distribution", Applied Mathematical Modelling
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"On A New Extension of Weibull Distribution: Properties, Estimation and Applications to One and Two Causes of Failures", Quality and Reliability Engineering International
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"On the generalized extended exponential-Weibull distribution: properties and different methods of estimation", INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS
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"The Exponentiated Burr?Hatke Distribution and Its Discrete Version: Reliability Properties with CSALT Model, Inference and Applications", Mathematics
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"The log-normal modified Weibull distribution and its reliability implications", Reliability Engineering and System Safety
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"Unintentional Injuries and Violence among Adults in Northern Jordan: A Hospital-Based Retrospective Study", international Journal of Environmental research and public health
- Faculty Member, Department of Mathematics and Statistics, Feb 2012 - Present
- ADVANCED TOPICS IN STATISTICS
- CALCULUS I
- ELEMENTS OF STATISTICS
- MATHEMATICAL STATISTICS
- PRECACULUS
- PROBABILITY & STATISTICS (FOR COMPUTER SCIENCES STUDENTS)
- PROBABILITY & STATISTICS( FOR ENGINEERING STUDENTS)
- PROBABILITY THEORY
- SEMINAR
- STATISTICAL METHODS(1)
- TOPICS IN STATISTICS AND PROBABILITY
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