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Asad Freihat holds a PhD in applied mathematics from the University of Jordan. He is an associate professor of applied mathematics at Al Balqa Applied University/ Ajloun University College . He is interested in the
.areas of applied mathematics specially in differential equations of fractional order
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 Research Intersets:
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Mathematical Analysis and Applications, Applied Analysis, Analytical Approach and Analysis Method, Differential Equations, Fuzzy Field in Differential Equations, Fractional-order Differential Equations.
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 Qualifications
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Degree
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University
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Specialization
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Graduation year
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| 1 | PHD | University of Jordan | Mathematics | 2013 | | 2 | MASTER DEGREE | University of Jordan | Mathematics | 1992 | | 3 | BACHELOR'S DEGREE | Yarmouk University | Mathematics | 1985 |
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 Publications
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1- Investigation of Caputo Fractional Modeling for Temporal Variations on Hearing Loss due to Mumps Virus
,Applied Mathematics and Information Sciences, 2025,Vol. ,no. .
2- Investigation of Caputo Fractional Modeling for Temporal Variations on Hearing Loss due to Mumps Virus
,Applied Mathematics and Information Sciences, 2025,Vol. ,no. .
3- Investigation of Numerical Solutions for a Fractional Seasonal Influenza Model in Deterministic Environments ,Mathematical Methods in the Applied Sciences, 2025,Vol. ,no. .
4- Certain Analytic Solutions for Time-Fractional Models Arising in Plasma Physics via a New Approach Using the Natural Transform and the Residual Power Series Methods ,Fractal and Fractional, 2025,Vol. ,no. .
5- A new analytic numeric method solution for fractional modified epidemiological model for computer viruses ,Applications and Applied Mathematics, 2023,Vol. 10,no. 2.
6- Solution of the SIR models of epidemics using MSGDTM ,Applications and Applied Mathematics: An International Journal (AAM), 2023,Vol. 9,no. 2.
7- The multi-step homotopy analysis method for solving fractional-order model for HIV infection of CD4?T cells ,Proyecciones, 2023,Vol. 34,no. 4.
8- A weakly nonlinear Ion-acoustic waves in magnetized electron-positron plasma: a fractional model ,Applied Mathematics and Information Sciences, 2023,Vol. 17,no. 6.
9- Analytical approximations of partial differential equations of fractional order with multistep approach ,Journal of Computational and Theoretical Nanoscience, 2023,Vol. 13,no. 11.
10- A fractional-order model for computer viruses and some solution associated with residual power series method ,Applied Mathematics in Science and Engineering, 2023,Vol. 31,no. 1.
11- Analytical study of fractional-order multiple chaotic FitzHugh-Nagumo neurons model using multi-step generalized differential transform method ,Abstract and Applied Analysis, 2023,Vol. 2014,no. ID 276279.
12- Approximate Series Solution of Nonlinear, Fractional Klein-Gordon Equations Using Fractional Reduced Differential Transform Method ,Journal of Mathematics and Statistics, 2023,Vol. 12,no. 1.
13- The multi-step homotopy analysis method for solving the Jaulent-Miodek equations ,Proyecciones, 2023,Vol. 34,no. 1.
14- The Multi-step Adomian decomposition method for approximating a fractional smoking habit model ,Kyungpook Mathematical Journal, 2020,Vol. 60,no. 4.
15- Toward computational algorithm for time-fractional Fokker-Planck models ,Advances in Mechanical Engineering, 2019,Vol. 10,no. 11.
16- Analytical solution of fractional Burgers?Huxley equations via residual power series method ,Lobachevskii Journal of Mathematics, 2019,Vol. 40,no. 2.
17- Application of reproducing kernel algorithm for singular BVPs involving Fredholm-Volterra operator ,Italian Journal of Pure and Applied Mathematics, 2019,Vol. 2019,no. 41.
18- Approximation Scheme for Handling Coupled Systems of Differential Equations within Reproducing Kernel Method ,Filomat journal, 2019,Vol. 33,no. 2.
19- Construction of Fractional Power Series Solutions to Fractional Stiff System Using Residual Functions Algorithm ,Advances in Difference Equations, 2019,Vol. 2019,no. 95.
20- Solution of the Fractional SIR Epidemic Model Using the Residual Power Series Method ,Applied Mathematics & Information Sciences, 2019,Vol. 13,no. 2.
21- Two computational approaches for solving a fractional obstacle system in Hilbert space ,Advances in Difference Equations, 2019,Vol. 2019,no. 55.
22- Numerical Multistep Approach for Solving Fractional Partial Differential Equations ,International Journal of Computational Methods, 2017,Vol. 14,no. 3.
23- Numerical investigation for handling fractional-order Rabinovich-Fabrikant model using the multistep approach,Soft Computing ,Soft Computing, 2016,Vol. 22,no. 3.
24- Fitted Reproducing Kernel Method for Solving a Class of Third-Order Periodic Boundary Value Problems ,American Journal of Applied Sciences, 2016,Vol. 13,no. 5.
25- Analytical approximations for Fokker-Planck equations of fractional order in multistep schemes ,Applied and computational mathematics, 2016,Vol. 15,no. 3.
26- Application of the Multi-Step Differential Transform Method to solve System of Nonlinear Fractional Differential Algebraic Equations ,Journal of Applied Environmental and Biological Sciences, 2016,Vol. 6,no. 5.
27- Solving Time-Fractional Korteureg-de-varies Equations by Fractional Reduced Transform Method ,International Journal of Sciences: Basic and Applied Research, 2015,Vol. 24,no. 7.
28- A generalized algorithm based on legendre polynomials for numerical solutions of coupled system of fractional order differential equations ,Journal of Fractional Calculus and Applications, 2015,Vol. 6,no. 2.
29- A novel multi-step generalized differential transform method to fractional-order Lu chaotic and hyperchaotic systems ,Journal of Computational Analysis and Applications, 2015,Vol. 19,no. 4.
30- Approximation of Solution of Time Fractional Order Three-Dimensional Heat Conduction Problems with Jacobi Polynomials ,Punjab university Jouranl of Mathematics, 2015,Vol. 47,no. 1.
31- A Reliable Computational Method for Solving First-order Periodic BVPs of Fredholm Integro-differential Equations ,Australian Journal of Basic and Applied Sciences, 2014,Vol. 8,no. 15.
32- The multi-step homotopy analysis method for modified epidemiological model for computer viruses ,Afrika Matematika, 2014,Vol. 26,no. 2.
33- A new reliable algorithm using the generalized differential transform method for the numeric-analytic solution of fractional-order Liu chaotic and hyperchaotic systems ,Pensee, 2013,Vol. 75,no. 9.
34- Application of Multistep Generalized Differential Transform Method for the Solutions of the Fractional-Order Chua?s System ,Discrete Dynamics in Nature and Society, 2012,Vol. 2012,no. ID 427393.
35- Adaptation of Differential Transform Method for the Numeric-Analytic Solution of Fractional-Order R?ssler Chaotic and Hyperchaotic Systems ,Abstract and Applied Analysis, 2012,Vol. 2012,no. ID 934219.
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 University Courses Taught
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1- Applied Mathematics (1).
2- Measure and Integration Theory.
3- Numerical Analysis / Master & Bachelor?s.
4- (Ordinary Differential Equations (1)&(2.
5- (2)&Partial Differential Equations (1).
6- Abstract Algebra (1)&(2).
7- Calculus(1)&(2).
8- Special Functions.
9- Mathematical Modeling.
10- Mathematical Programming Packages.
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