![](data:image/png;base64,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)
17
Day 1 : Wednesday - 9 August 2023
Zoom ID
Prof. Iqbal Jebril , Al-Zaytoonah University of Jordan
Track Chair
C
Room
Track
Mathematical Modeling and Analysis (MM&A)
In Person & Virtual
Session Chair:
Prof. Iqbal Jebril , Al-Zaytoonah University of Jordan
Paper 1: The Impact of Operational Characteristics on the Total
Risk Management: Evidence From the Industrial Firms
Haneen Al Khawaja* (ICSRS, Jordan); Iqbal Jebril and Abdul Razzak
AlShehadeh (Al-Zaytoonah University of Jordan, Jordan);
Mohammad Alia (Al Zaytoonah University of Jordan, Jordan); Farid
Kourtel (Setif University, Algeria); Ehab Injadat (WISE, Jordan
Paper 2:Statistical Differences Between the Experimental and
Control Groups and the Role of the Counseling Program to Reduce
Aggressive Behavior Among Primary School Students
Ola Yahia Aljamal* (Universiti Sultan Zainal Abidin, Malaysia)
Paper 3: Building a Counseling Program Based on Islamic Culture
and Social Learning Theory to Reduce the Aggressive Behavior of
Students in the Primary Stage
Ola Yahia Saleh* (Universiti Sultan Zainal Abidin, Malaysia)
Paper 4: Quadrices of Coordinate Finite Type
Mohammad Al-kafaween (Al-Zaytoonah University, Jordan); Hamza
Alzaareer (Al-Zaytoonah University of Jordan, Jordan); Hassan
Al-zoubi (ZUJ, Jordan)
Paper 5: A Reliable Analytical Method for Solving Klein-Gordan
Equation by Tensor Product Theory of Banach Spaces
Waseem Ghazi Alshanti* (Al-Zaytoonah University of Jordan,
Jordan); Ahmad Alshanty (Isra University, Jordan); Bashar
Aljawarneh (Al Zaytoonah University of Jordan, Jordan); Roshdi
Khalil (University of Jordan, Jordan)
Paper 6: Distribution of Shannon Statistic From Nakagami Sample
Afaf Mohammad Al Sous*; Ma'mon Abu hammad
Paper 7: Bayes Estimators of the Log-Normal Distribution
Parameters Using Lindley's Approximation
Siham Ali Abrikah; Ghadeer Farraj*; Amjed Zraiqat; Ma'mon Abu
hammad; Huthaifa Abuhammad
Paper 8: On the Optimization of Bi-variate Logarithmic Functions
Using Bernstein-Lagrange Method
Fatima S. AL-Shaar
* Indicates a Presenting Author
15:20-17:40 PM
Jordan Time
The 11
th
International Conference on
Information Technology (ICIT 2023)
Cybersecurity Challenges for Sustainable Cities
943-7179-3348