Mohamed R . AliMohamed Reda Ali Mohamed
Contact Information
Address: EL Koomia, Zagazig,
EL Sharkia, Egypt
Phone: (+2) 01151852150-01012880858
(+2) 0552367239
E-Mail: [email protected]
[email protected]
Graduated in Electrical
Measurement & Control Engineering
Department
Personal Information▼
Name:
Nationality:
Birth date:
Gender:
Marital status:
Military service:
ID:
Mohamed Reda Ali Mohamed
Egyptian.
14 dec. 1985
Male
married
Exempted
28512141300314
Affiliation▼
Associate Professor in Mathematics, Basic science, Benha faculty of
engineering, Benha University.
Research IDs and web pages
(https://www.scopus.com/authid/detail.uri?authorId=57204945844)
Research gate profile
(https://www.researchgate.net/profile/Mohamed_Ali223)
Google scholar profile
(https://scholar.google.com/citations?user=bjNjsmoAAAAJ&hl=ar)
LinkedIn profile
(https://www.linkedin.com/in/mohamed-reda-b5a2757b/).
OBJECTIVE:
To develop professionally, excel in the field of teaching, research in mathematics and prove to be an
integral part of nature of youth. I am committed person, who has strong background in computing and
mathematics subjects. Moreover, I have also essential knowledge and managerial skills to run an
organization with commitment, confidence, and good communication skills.
TEACHING SKILLS:
Understand the psychology of students of all ages, can interact with students of all ages confidently.
Moreover, I have the ability to understand the problems of students of all ages in their course work and as
well as in their research work. Also, I have the ability to solve the issues of students while studying
Mathematics at University standard.
RESEARCH INTEREST:
✓ Fractional ODEs
Fractional PDEs
Soliton solutions
✓ Flows in Porous media
Ordinary differential equations
Heat and mass transport
✓ Blood flow problems
Mathematical modeling
Numerical simulation
✓ Numerical methods
Partial differential equations
Nanofluid
1
✓
✓
✓
Differential Geometry
Mathematical Physics
Algebraic methods for differential equations with particular interest in Lie symmetry
Engineering applications of mathematical methods
TEACHING INTEREST:
•
Calculus sequence courses* for Mathematics majors as well as for
students fromother disciplines
•
Differential Equations courses*
(basic and advanced undergraduate)
•
Linear Algebra courses*
(undergraduate and graduate)
•
Advanced Engineering Mathematics courses*
•
Discrete Mathematics*
•
Wavelets*
•
Engineering Statistics*
•
Differential Geometry courses*
(undergraduate and graduate)
Including self-contained tailored course on “Differential Geometry of Curves &
Surfaces” for engineering and computer science students
•
Complex Variables*
•
Lie Symmetry Method for ODEs and PDEs* (undergraduate and graduate)Also
as interdisciplinary course for engineering graduate students
•
Symmetries and Conservation Laws
•
Any other undergraduate mathematics service course for
Engineering orManagement or Business students
(graduate)
* Indicates taught one or more times (fully or as part of another course)
Technology Expertise
•
Extensive experience of integration of technology in enhancing
teaching, viautilization of
•
▪
Learning Management System like Blackboard 9 or WebCT CE 8
▪
Online homework systems
▪
Other instructional technology software like Centra, Articulate, Camtasia.
▪
Symbolic algebra software: Maple, Mathematica, Matlab.
Fully experienced in utilizing Maple and Mathematica at advanced
mathematicalresearch level.
2
ACADEMIC BACKGROUND▼
Institution
Degree obtained
Graduated
Year
Benha Faculty of Engineering
Bachelor of engineering- electrical power
May 2008
Faculty of Engineering at Shoubra
(Benha university)
Master of Science -Department of Engineering
Mathematics and physics
Jan 2014
Benha Faculty of Engineering
Doctor of Philosophy -Department of
Engineering Mathematics and physics
Jan 2018
(Benha university)
(Benha university)
PhD and Master Research Title:
PhD
On the Numerical Solutions for Differential and Integral Equations using Different Basis
Functions
Master A Comparison Study between Series Solution Methods and the Method of Lines for Solving
Problems of Mathematical Physics
References
1. Professor John
C. WoodSchool
of Mathematics,
University of
Leeds, Leeds,
LS2 9JT, UK
Email: [email protected]
2. Professor Hassan Azad
Department of Mathematics & Statistics,
King Fahd University of Petroleum & Minerals,Dhahran
31261, Saudi Arabia
Email: [email protected]
3. Professor Fazal M. Mahomed
School of Computational and Applied MathematicsUniversity of
the Witwatersrand,
Wits 2050, South Africa
Email: [email protected]
4. Dr. Ryad Ghanam
Associate Professor of Mathematics, 124 Faculty
Office Building, University of Pittsburgh at
Greensburg,Greensburg, PA 15601, USA
Email: [email protected]
Associate Professor of Mathematics Virginia
Commonwealth University in QatarDoha, Qatar
Email: [email protected]
3
Professional Record: (Beginning with the most recent)
Job Rank
Associate Professor
Benha University
From: 26-1-2023
To: Present
Assistant Professor
Benha University
From: 12-1-2018
To: 24-1-2023
Assistant Researcher
Benha University
From: 5-10-2014
To: 10-1-2018
Teaching Activities
Undergraduate
#
Course/Rotation Title
1
Calculus I
2
Calculus II
3
4
Differential Equations
and Numerical Methods
Linear Algebra
5
Probability and Statistics
6
Operation Research
Extent of Contribution
(no. of lectures/Tutorials. Or labs, Clinics)
60 Hours as Teaching 15+ Hours as Tutorials per
Semester
60 Hours as Teaching 15+ Hours as Tutorials per
Semester
45 Hours as Teaching 15+ Hours as Tutorials per
Semester
45 Hours as Teaching 15+ Hours as Tutorials
per Semester
15 Hours as Teaching 15+ Hours as Tutorials
per Semester
45 Hours as Teaching per Semester
Brief Description of Undergraduate Courses Taught: (Course Title – Description)
1 Calculus I- Functions, Differentiations and Integrations and their applications
2 Calculus II- Parametric Equations, Vectors, Partial Derivatives, Double and Triple Integrals,
Areas and Volumes.
3 Differential Equations and Numerical Methods - 1st –Order Differential Equations, 2nd
Order Differential Equations, Higher Order Differential Equations, Systems of Differential
Equations, Laplace Transforms, Power Series Solutions and Numerical Methods for Solving
1st –Order Differential Equations.
4 Linear Algebra - Matrices: operations and Properties, System of Linear Equations, Vector
Spaces, Eigen values and Eigen vectors and Some applications.
5 Probability and Statistics- Basic Concepts of Statistics, Organization and Description of
Data, Descriptive Study of Bivariate Data, Probability, Probability Distributions, Discrete
and Continuous Distributions, Test of Hypothesis, Correlations and Linear regression.
6 Operation Research- Importance of Operation Research, Linear and Non-Linear
Programming, Optimal solutions of Linear Programming by Graphs, Simplex Methods, Big
M Methods, Transportation Problems, Graph Theory, Network Problems and Some
Engineering Problems.
Postgraduate
#
Course/Rotation Title
1
Selected Topics in
Differential Equations
Research Methodology
Selected Topics in
Analysis
2
3
Extent of Contribution
(no. of lectures/Tutorials. Or labs, Clinics)
45 Hours as Teaching per Semester
30 Hours as Teaching per Semester
45 Hours as Teaching per Semester
4
Brief Description of Postgraduate Courses Taught: (Course Title – Code: Description)
1 Selected Topics in Differential Equations- Solutions of Differential Equations by Laplace
Transforms, Fourier Transforms and Power Series, Matrix Differential Equations by using
Kronecker Products, Rules of Fractional Calculus, Solutions of Fractional Differential
Equations and Matrix Fractional Differential Equations.
2 Research Methodology- Planning for preparing Master Thesis and Ph.D Thesis
3 Selected Topics in Analysis- Measure Theory, Topology and Complex Analysis.
Guest/Invited Lectures for Undergraduate Students
#
1
Activity/Co
urse Title
and Code
Seminar
2
Seminar
Subject
College and University or
Program
Open
Problems on
Fractional
Calculus
Mathematical
Structures of
DNA
Date
Faculty of Science / University of 14-5-2019
Benha
Faculty of Science / University of
Benha.
1-22020
Supervision of Master and/or PhD Thesis
#
Degree
Type
Master
Master
Title
Institution
Fractional Calculus and Some
Applications
Department of Mathematics
4/15/2019
The Weighted Moore-Penrose
Department of Mathematics/
Faculty
of Science
8/05/2020
Inverses of Matrices and
Some of Their Applications
Date
Administrative Responsibilities, Committee and Community Service
#
1
From
14-092017
To
11-092018
Position
Chairman
2
15-092018
11-092019
3
01-1-2019
21-1-2020
Chairman of
Organizing
Committee
Coordinator of
Organizing
Committee
Organization
Department of Mathematics - Faculty of
Science
and Information Technology
Third Conference on Mathematical
Sciences-Benha University
Second Conference on Mathematical
SciencesBenha University
Committee Membership
#
From
1 1-10-2020
To
Present
2 15-09-2018 11-09-2019
3 01-1-2009
21-1-2020
Position
Committee
Membership
Organization
Egypt Society for Scientific Research Ministry
of Higher Education
Conference on Mathematical Sciences
Organizing and
Technical
Committee
Organizing and
Technical
Conference on Mathematical Sciences
5
Committee
Scientific Consultations
#
1
2
3
From
11-5-2014
1-5-2018
11-1-2022
To
Present
Present
Present
Institute
Future University
MTI University
BNU University
Full-time or Part-time
Part-Time
Part-Time
Part-Time
Prizes▼
Certificate of merit from Engineers Association in Kalubia Governate
Certificate of merit from Benha Higher Institute of Technology
Certificate of merit from Benha Faculty of Engineering
➢
(2008)
(2008)
(2013)
LIST OF PUBLICATIONS (INTERNATIONAL JOURNAL
PAPERS)
[1] Mohamed R. Ali, Adel R. Hadhood, “Hybrid Orthonormal Bernstein and Block- Pulse
functions wavelet scheme for solving the 2D Bratu problem,” Results in Physics, vol.13,
pp.12-21 (2019).
[2] Mohamed R. Ali, Solution of KdV and boussinesq using Darboux transformation,
Communication in Mathematical Modeling and Applications, 13(3) (2018) 16-27.
[3] Mohamed R. Ali, Mohamed M. Mousa, Wen-Xiu Ma, Solution of nonlinear Volterra
integral equations with weakly singular kernel by using the HOBW method, Advances in
Mathematical Physics (2019) 1-10.
[4] Mohamed R. Ali, Wen-Xiu Ma, New Exact Solutions of Nonlinear (3 + 1)- Dimensional
Boiti-Leon-Manna-Pempinelli Equation, Advances in Mathematical Physics (2019) 1-8.
[5] Mohamed R. Ali, Adel R. Hadhood, Application of Haar wavelet method for solving the
nonlinear fuzzy integro-differential equations, Journal of Computational and Theoretical
Nanoscience, 16(2) (2019).
[6]
Mohamed R. Ali, Adel R. Hadhood, H.M. Srivastava, “Solution of fractional Volterra–
Fredholm integro-differential equations under mixed boundary conditions by using the
HOBW method,” Advances in Difference Equations, (2019), pp.1-14 (2019).
[7] Mohamed R. Ali, “A Truncation Method for Solving the Time-Fractional Benjamin- Ono
Equation,” Journal of Applied Mathematics, (2019) (18):1-7.
6
[8] Mohamed R. Ali, Dumitru Baleanu, “Haar wavelets scheme for solving the unsteady gas
flow in four-dimensional,” Thermal Science, (2019) (23):292-301.
[9] Mohamed R. Ali, Wen-Xiu Ma, “Detection of a new multi-wave solutions in an unbounded
domain,” Modern Physics Letters B, (2019) 33(34).
[10] Mohamed A. Ramadan, Adel R. Hadhoud, Mohamed R. Ali,“ Numerical solutions of
singular initial value problems in the second-order ordinary differential equations using
Hybrid Orthonormal Bernstein and Block-Pulse Functions,” Journal of the Egyptian
Mathematical Society, vol.24, no. 4, pp.45-60 (2018).
[11] Mohamed M. Mousa, Mohamed R. Ali, “The Method of Lines and Adomian
Decomposition for Obtaining Solitary Wave Solutions of the KdV Equation,”, Applied
Physics Research, vol.5, no. 3, pp.43-57 (2013).
[12] Mohamed M. Mousa, Wen-Xiu Ma, Mohamed R. Ali, Application of a new hybrid method for
solving singular fractional Lane–Emden type equations in astrophysics, Modern Physics Letters B,
(2019) 34(31).
[13] Baleanu, D., Sadat, R. & Mohamed R. Ali, The method of lines for solution of the carbon
nanotubes engine oil nanofluid over an unsteady rotating disk. Eur. Phys. J. Plus135, 788
(2020). https://doi.org/10.1140/epjp/s13360-020-00763-4.
[14] Mohamed R. Ali, Hadhoud, Adel R., and Ma, Wen-Xiu. ‘Evolutionary Numerical
Approach for Solving Nonlinear Singular Periodic Boundary Value Problems’ Journal of
Intelligent & Fuzzy Systems. 1 Jan. (2020): 7723 – 7731.
[15] Garg, H., Ali, Z., Mahmood, T., Mohamed R. Ali, & Alburaikan, A. (2023). SchweizerSklar prioritized aggregation operators for intuitionistic fuzzy information and their
application in multi-attribute decision-making. Alexandria Engineering Journal, 67, 229240.
[16] Wen-Xiu Ma, Mohamed R. Ali, R. Sadat, "Analytical Solutions for Nonlinear Dispersive
Physical Model", Complexity, vol. (2020), Article D 3714832, 8 pages, (2020).
https://doi.org/10.1155/2020/3714832
[17] Mohamed R. Ali, Dumitru Baleanu, New wavelet method for solving boundary value
problems arising from an adiabatic tubular chemical reactor theory, International Journal
of Biomathematics. Vol. 13, No. 07, 2050059 (2020).
[18] Mohamed R. Ali, Sadat, Lie symmetry analysis, new group invariant for the(3 + 1)7
dimensional and variable coefficients for liquids with gas bubbles models, Chinese Journal
of Physics, Volume 71, (2021), Pages 539-547, ISSN 0577-9073.
[19] Mohamed R. Ali, Sadat, R. Construction of Lump and optical solitons solutions for
(3 + 1)
model for the propagation of nonlinear dispersive waves in inhomogeneous media. Optical and
Quantum Electronics, 53, 279 (2021). https://doi.org/10.1007/s11082-021-02916-w
[20] Mohamed R. Ali, Wen-Xiu Ma, New exact solutions of Bratu Gelfand model in two
dimensions using Lie symmetry analysis, Chinese Journal of Physics, Volume 65, 2020,
Pages 198-206, ISSN 0577-9073, https://doi.org/10.1016/j.cjph.2020.01.008.
[21] Ayub, A., Sabir, Z., Altamirano, Mohamed R. Ali, Characteristics of melting heat
transport of blood with time-dependent cross-nanofluid model using Keller–Box and
BVP4C method. Engineering with Computers (2021). https://doi.org/10.1007/s00366-02101406-7.
[22] Mohamed R. Ali, Al-Khaled, K., Hussain, M., Labidi, T., Khan, S. U., Kolsi, L., & Sadat,
R. (2022). Effect of design parameters on passive control of heat transfer enhancement
phenomenon in heat exchangers–A brief review. Case Studies in Thermal Engineering,
102674.
[23] Mohamed R. Ali, The Method of Lines Analysis of Heat Transfer of Ostwald-de Waele
Fluid Generated by a Non-uniform Rotating Disk with a Variable Thickness, Journal of
Applied and Computational Mechanics 7 (2), pages 432-44, (2021).
[24] Mohamed M. Mousa, Mohamed R. Ali, & Wen-Xiu Ma, A combined method for
simulating MHD convection in square cavities through localized heating by method of line
and penalty-artificial compressibility, Journal of Taibah University for Science, 15:1, 208217, (2021). DOI: 10.1080/16583655.2021.1951503.
[25] Mohamed R. Ali, Sadat, R. & Ma, WX. Investigation of new solutions for an extended (2 +
1)-dimensional Calogero-Bogoyavlenskii-Schif equation. Front. Math. China 16, 925–936
(2021). https://doi.org/10.1007/s11464-021-0952-3.
[26] Mohamed R. Ali, Ma, W. X., & Sadat, R. Lie symmetry analysis and invariant solutions
for (2+ 1) dimensional Bogoyavlensky-Konopelchenko equation with variable-coefficient in
wave propagation. Journal of Ocean Engineering and Science, 7(3), 248-254(2022).
8
[27] Mohamed R. Ali, and Wen-Xiu Ma , and R. Sadat , Lie Symmetry Analysis and Wave Propagation
in Variable-Coefficient Nonlinear Physical Phenomena, East Asian Journal on Applied Mathematics,
, 12, 1, 201-212 (2022).
[28] R. Sadat, Praveen Agarwal, R. Salah, Mohamed R. Ali, Lie symmetry analysis and
invariant solutions of 3D Euler equations for axisymmetric, incompressible and inviscid
flow in the cylindrical coordinates. advanced difference equations, 2021, 486 (2021).
[29] Sabir, Z., Raja, M.A.Z., Shoaib, M., Mohamed R. Ali, A novel design of a sixth-order nonlinear
modeling for solving engineering phenomena based on neuro intelligence algorithm. Engineering
with Computers (2022). https://doi.org/10.1007/s00366-021- 01596-0.
[30] Sabir, Z., Mohamed R. Ali, & Sadat, R. Gudermannian neural networks using the optimization
procedures of genetic algorithm and active set approach for the three- species food chain nonlinear
model.
Journal
of
Ambient
Intelligence
and
Humanized
Computing
(2022).
https://doi.org/10.1007/s12652-021-03638-3.
[31] Mohamed R. Ali, Khattab, M.A. & Mabrouk, S.M. Travelling wave solution for the LandauGinburg-Higgs model via the inverse scattering transformation method. Nonlinear Dyn (2023).
https://doi.org/10.1007/s11071-022-08224-6
[32] Sabir, Z., Raja, M.A.Z., Nguyen, T.G., Mohamed R. Ali, Applications of neural networks for the
novel designed of nonlinear fractional seventh order singular system. Eur. Phys. J. Spec. Top.
(2022). https://doi.org/10.1140/epjs/s11734-022-00457-1.
[33] Ayub, A., sabir, Z., Wahab, H.A., Mohamed R. Ali, Analysis of the nanoscale heat transport and
Lorentz force based on the time-dependent Cross nanofluid. Engineering with Computers,
https://doi.org/10.1007/s00366-021-01579-1. (2022).
[34] Botmart, T., Sabir, Z., Raja, M. A. Z., Mohamed R. Ali, Sadat, R., Aly, A. A., & Saad, A. A hybrid
swarming computing approach to solve the biological nonlinear Leptospirosis system. Biomedical
Signal Processing and Control, 77, 103789 (2022).
[35] Singkibud, P., Sabir, Z., Al Nuwairan, M., Sadat, R., & Mohamed R. Ali,. Cubic autocatalysisbased activation energy and thermophoretic diffusion effects of steady micro-polar nanofluid. Microfluidics and Nanofluidics, 26(7), 1-12 (2022).
[36] Sabir, Z., Mohamed R. Ali, Alhazmi, S. E., Raja, M. A. Z., & Sadat, R. Numerical treatment for the
nonlinear fifth kind of multi-singular differential model: a neuro-swarming approach. Physica
Scripta, 97(7), 075203 (2022).
[37] Sabir, Z., Wahab, H. A., Nguyen, T. G., Altamirano, G. C., Erdoğan, F., & Mohamed R. Ali,.
Intelligent computing technique for solving singular multi-pantograph delay differential
equation. Soft Computing, 1-13 (2022).
[38] Sabir, Z., Botmart, T., Raja, M. A. Z., Sadat, R., Mohamed R. Ali, Alsulami, A. A., & Alghamdi, A.
9
Artificial neural network scheme to solve the nonlinear influenza disease model. Biomedical Signal
Processing and Control, 75, 103594 (2022).
[39] Wang, F., Sajid, T., Ayub, A., Sabir, Z., Bhatti, S., Shah, N. A., ... & Mohamed R. Ali, . Melting
and entropy generation of infinite shear rate viscosity Carreau model over Riga plate with erratic
thickness: a numerical Keller Box approach. Waves in Random and Complex Media, 1-25 (2022).
[41] Sabir, Z., Wahab, H. A., Mohamed R. Ali, & Sadat, R. Neuron analysis of the two-point singular
boundary value problems arising in the thermal explosion’s theory. Neural Processing Letters, 1-28
(2022).
[42] Sabir, Z., Mohamed R. Ali, Raja, M. A. Z., Shoaib, M., Núñez, R. A. S., & Sadat, R. Computational
intelligence approach using Levenberg–Marquardt backpropagation neural networks to solve the
fourth-order nonlinear system of Emden–Fowler model. Engineering with Computers, 1-17 (2021).
[43] Ayub, A., Wahab, H. A., Balubaid, M., Mahmoud, S. R., Mohamed R. Ali, & Sadat, R., Analysis of
the nanoscale heat transport and Lorentz force based on the time-dependent Cross
nanofluid. Engineering with Computers, 1-20 (2022).
[44] Sabir, Z., Raja, M. A. Z., Sadat, R., Ahmed, K. S., Mohamed R. Ali, & Al-Kouz, W., Fractional
Meyer neural network procedures optimized by the genetic algorithmto solve the bagley-torvik
model. Journal of Applied Analysis & Computation, (2022).
[45] Ayub, A., Shah, S. Z. H., Sabir, Z., Rao, N. S., Sadat, R., & Mohamed R. Ali,. Spectral relaxation
approach and velocity slip stagnation point flow of inclined magnetized cross-nanofluid with a
quadratic multiple regression model. Waves in Random and Complex Media, 1-25 (2022).
[46] Botmart, T., Sabir, Z., Raja, M. A. Z., Weera, W., Sadat, R., & Mohamed R. Ali, (2022). A
numerical study of the fractional order dynamical nonlinear susceptible infected and quarantine
differential model using the stochastic numerical approach. Fractal and Fractional, 6(3), 139.
[47] Sabir, Z., Mohamed R. Ali, Raja, M. A. Z., Sadat, R., & Baleanu, D. (2022). Dynamics of threepoint boundary value problems with Gudermannian neural networks. Evolutionary Intelligence, 1-13.
[48] Sabir, Z., Baleanu, D., Mohamed R. Ali, & Sadat, R. (2022). A novel computing stochastic
algorithm to solve the nonlinear singular periodic boundary value problems. International Journal of
Computer Mathematics, 1-14.
[49] Sabir, Z., Raja, M. A. Z., Nguyen, T. G., Fathurrochman, I., Sadat, R., & Mohamed R. Ali, (2022).
Applications of neural networks for the novel designed of nonlinear fractional seventh order singular
system. The European Physical Journal Special Topics, 1-15.
[50] Ayub, A., Sabir, Z., Shah, S. Z. H., Mahmoud, S. R., Algarni, A., Sadat, R., & Mohamed R. Ali,
(2022). Aspects of infinite shear rate viscosity and heat transport of magnetized Carreau
nanofluid. The European Physical Journal Plus, 137(2), 1-17.
[51] Sabir, Z., Mohamed R. Ali, & Sadat, R., Gudermannian neural networks using the optimization
procedures of genetic algorithm and active set approach for the three-species food chain nonlinear
10
model. Journal of Ambient Intelligence and Humanized Computing, 1-10 (2022).
[52] Sabir, Z., Mohamed R. Ali, Fathurrochman, I., Raja, M. A. Z., Sadat, R., & Baleanu, D. Dynamics
of multi-point singular fifth-order Lane–Emden system with neuro-evolution heuristics. Evolving
Systems, 1-12 (2022).
[53] Ayub, A., Sabir, Z., Shah, S. Z. H., Wahab, H. A., Sadat, R., & Mohamed R. Ali,. Effects of
homogeneous-heterogeneous and Lorentz forces on 3-D radiative magnetized cross nanofluid using
two rotating disks. International Communications in Heat and Mass Transfer, 130, 105778 (2022).
[54] Sabir, Z., Raja, M. A. Z., Baleanu, D., Sadat, R., & Mohamed R. Ali, Investigations of nonlinear
induction motor model using the Gudermannian neural networks. Thermal Science, (2022), 261-261.
[55] Muhammad Umar, Fazli Amin, Qasem Al-Mdallal, Mohamed R. Ali, A stochastic computing
procedure to solve the dynamics of prevention in HIV system, Biomedical Signal Processing and
Control, Volume 78, 2022, 103888, ISSN 1746-8094, https://doi.org/10.1016/j.bspc.2022.103888.
[56] Kanit Mukdasai, Zulqurnain Sabir, Muhammad Asif Zahoor Raja , R. Sadat , Mohamed R. Ali,
Peerapongpat Singkibud,. A numerical simulation of the fractional order Leptospirosis model using
the supervise neural network, Alexandria Engineering Journal, Volume 61, Issue 12 (2022).
[57] Shahzad, A., Liaqat, F., Ellahi, Z., Mohamed R. Ali, Thin film flow and heat transfer of Cunanofluids with slip and convective boundary condition over a stretching sheet. scientific reports, 12,
14254 (2022). https://doi.org/10.1038/s41598-022-18049-3.
[58] Abid A. Memon, Saqib Murtaza, M. Asif Memon, Kaleemullah Bhatti, Mojammel Haque,
Mohamed R. Ali, "Simulation of Thermal Decomposition of Calcium Oxide in Water with Different
Activation Energy and the High Reynolds Number", Complexity, vol. 2022, Article ID 3877475, 21
pages, 2022. https://doi.org/10.1155/2022/3877475.
[59] S. Khaled Ahmed, Mohamed R. Ali, M. Maha Lashin, F. Fayroz Sherif, designing a new fast
solution to control isolation rooms in hospitals depending on artificial intelligence decision,
Biomedical Signal Processing and Control, Volume 79, Part 1, 2023, 104100, ISSN 1746-8094.
[60] Thongchai Botmart, Syed Zahir Hussain Shah, Zulqurnain Sabir, Wajaree weera, R. Sadat,
Mohamed R. Ali, & Wael Al-Kouz, The inclination of magnetic dipole effect and nanoscale
exchange of heat of the Cross nanofluid, Waves in Random and Complex Media, (2022), DOI:
10.1080/17455030.2022.2128225.
[61] Sabir, Z., Raja, M.A.Z., Mohamed R. Ali, An advance computational intelligent approach to solve
the third kind of nonlinear pantograph Lane–Emden differential system. Evolving Systems (2022).
https://doi.org/10.1007/s12530-022-09469-7.
[62] Singkibud, Peerapongpat, Mohamed R. Ali, "Swarming morlet wavelet neural network procedures
for the mathematical robot system." Informatics in Medicine Unlocked 33, (2022): 101081.
11
[63] Cholamjiak, Watcharaporn, Mohamed R. Ali, "Artificial intelligent investigations for the dynamics
of the bone transformation mathematical model." Informatics in Medicine Unlocked (2022):
101105.
[64] Garg, H., Ali, Z., Mahmood, T., & Mohamed R. Ali,. TOPSIS-method based on generalized dice
similarity measures with hamy mean operators and its application to decision-making
process. Alexandria Engineering Journal (2022).
[65] Sabir, Z., Asmara, A., Dehraj, S., Raja, M. A. Z., Altamirano, G. C., Salahshour, S., ... & Mohamed
R. Ali (2022). A mathematical model of coronavirus transmission by using the heuristic computing
neural networks. Engineering Analysis with Boundary Elements.
[66] Sohail, M., Nazir, U., Naz, S., Singh, A., Mukdasai, K., Mohamed R. Ali, ... & Galal, A. M. (2022).
Utilization of Galerkin finite element strategy to investigate comparison performance among two
hybrid nanofluid models. Scientific Reports, 12(1), 1-15.
[67] Botmart, T., Sabir, Z., Raja, M. A. Z., Sadat, R., & Mohamed R. Ali. (2023). Stochastic procedures
to solve the nonlinear mass and heat transfer model of Williamson nanofluid past over a stretching
sheet. Annals of Nuclear Energy, 181, 109564.
[68] Nur Akkilic, A., Sabir, Z., Raja, M. A. Z., Bulut, H., Sadat, R., & Mohamed R. Ali. (2022).
Numerical performances through artificial neural networks for solving the vector-borne disease
with lifelong immunity. Computer Methods in Biomechanics and Biomedical Engineering, 1-11.
[69] Mukdasai, K., Sabir, Z., Raja, M. A. Z., Singkibud, P., Sadat, R., & Mohamed R. Ali. (2023). A
computational supervised neural network procedure for the fractional SIQ mathematical model. The
European Physical Journal Special Topics, 1-12.
[70] Waqas, H., Farooq, U., Hassan, A., Liu, D., Noreen, S., Makki, R., ... & Mohamed R. Ali. (2023).
Numerical and Computational simulation of blood flow on hybrid nanofluid with heat transfer
through a stenotic artery: Silver and gold nanoparticles. Results in Physics, 44, 106152.
[71] Akkurt, N., Shedd, T., Memon, A. A., Mohamed R. Ali., & Bouye, M. (2022). Analysis of the
forced convection via the turbulence transport of the hybrid mixture in three-dimensional L-shaped
channel. Case Studies in Thermal Engineering, 102558.
[72] Latif, S., Sabir, Z., Raja, M. A. Z., Altamirano, G. C., Núñez, R. A. S., Gago, D. O., ... & Mohamed
R. Ali. (2022). IoT technology enabled stochastic computing paradigm for numerical simulation of
heterogeneous mosquito model. Multimedia Tools and Applications, 1-16.
[73] Ma, W. X., Seoud, E. Y., Mohamed R. Ali., & Sadat, R. (2023). Dynamical Behavior and Wave
Speed Perturbations in the (2+ 1) pKP Equation. Qualitative Theory of Dynamical Systems, 22(1),
1-16.
12
[74] Haider, Q., Sabir, Z., Salahshour, S., Mohamed R. Ali., Tag Eldin, E. S., & Sadat, R. (2022).
Magneto-hydraulic Casson fluid flow under the suction/blowing effects past over the porous
stretching surface. Waves in Random and Complex Media, 1-20.
[75] Mohamed R. Ali, Khattab, M. A., & Mabrouk, S. M. (2022). Optical soliton solutions for the
integrable Lakshmanan-Porsezian-Daniel Equation Via the inverse scattering transformation
method with applications. Optik, 170256.
[76] Mohamed R. Ali, Khattab, M. A., & Mabrouk, S. M. (2022). Mathematical examination for the
energy flow in an inhomogeneous Heisenberg ferromagnetic chain. Optik, 271, 170138.
[77] Sabir, Z., Said, S.B., Al-Mdallal, Q., Mohamed R. Ali. A neuro swarm procedure to solve the novel
second order perturbed delay Lane-Emden model arising in astrophysics. Sci Rep 12, 22607 (2022).
https://doi.org/10.1038/s41598-022-26566-4.
[78] Botmart, T., Ayub, A., Sabir, Z., weera, W., Sadat, R., & Mohamed R. Ali (2022). Infinite shear
rate aspect of the cross-nanofluid over a cylindrical channel with activation energy and inclined
magnetic dipole effects. Waves in Random and Complex Media, 1-21.
[79] Rasool, G., Ahammad, N. A., Mohamed R. Ali, Shah, N. A., Wang, X., Shafiq, A., & Wakif, A.
(2022). Hydrothermal and mass aspects of MHD non-Darcian convective flows of radiating
thixotropic nanofluids nearby a horizontal stretchable surface: Passive control strategy. Case
Studies in Thermal Engineering, 102654.
[80] Wang, D., Ali, M. A., Alizadeh, A. A., Chaturvedi, R., Mohamed R. Ali & Sohail, M. (2023). A
numerical investigation of a two-phase nanofluid flow with phase change materials in the thermal
management of lithium batteries and use of machine learning in the optimization of the horizontal
and vertical distances between batteries. Case Studies in Thermal Engineering, 41, 102582.
[81] Sabir, Z., Sadat, R., Mohamed R. Ali, Said, S. B., & Azhar, M. (2022). A numerical performance of
the novel fractional water pollution model through the Levenberg-Marquardt backpropagation
method. Arabian Journal of Chemistry, 104493.
[82] Habib, A., Akram, S., Ali, M. R., Muhammad, T., Zainab, S., & Jehangir, S. (2023). Radio
Frequency Identification Temperature/CO2 Sensor Using Carbon Nanotubes. Nanomaterials, 13(2), 273.
13
[83] Boonsatit, N., Sohail, M., Mukdasai, K., Nazir, U., Singh, M., Singh, A., ... & Mohamed R. Ali
(2023). Galerkin computational work on thermally enhancement process in complex rheological
generalized theory due to 3D-partially ionized rotational flow. Case Studies in Thermal Engineering,
102709.
[84] Emad Ghandourah , Muzamal Hussain , MohamedA. Khadimallah, Mashhour Alazwari, Mohamed
R. Ali and Mohammed A. Hefni, Validity assessment of aspect ratios based on Timoshenko-beam model:
Structural design, Computers and Concrete, Vol. 31, No. 1 (2023) 1-7.
[85] Farooq, U., Waqas, H., Alhazmi, S. E., Alhushaybari, A., Imran, M., Sadat, R., ... & Mohamed R.
Ali (2023). Numerical Treatment of Casson Nanofluid Bioconvectional Flow with Heat Transfer Due To
Stretching Cylinder/Plate: Variable Physical Properties. Arabian Journal of Chemistry, 104589.
[86] Farooq, U., Waqas, H., Makki, R., Mohamed R. Ali, Alhushaybari, A., Muhammad, T., & Imran,
M. (2023). Computation of Cattaneo-Christov heat and mass flux model in Williamson nanofluid flow
with bioconvection and thermal radiation through a vertical slender cylinder. Case Studies in Thermal
Engineering, 102736.
[87] Mehmood, R., Tabassum, R., Mohamed R. Ali, & Muhammad, T. (2023). Crosswise Stream of CuH2O Nanofluid with Micro Rotation Effects: Heat Transfer Analysis. Nanomaterials, 13(3), 471.
[88] Ali, A., Shah, W. H., Safeen, M. A., Ali, L., Tufail, M., Ullah, Z., Mohamed R. Ali & Imran, N.
Effect of Ca Doping on Arbitrary Canting of Magnetic Exchange Interactions in La1-xCaxMnO3 Nanoparticles. Frontiers in Materials, 10, 29.
[89] Farooq, U., Waqas, H., Aldhabani, M. S., Fatima, N., Alhushaybari, A., Mohamed R. Ali, ... &
Muhammad, T. (2023). Modeling and Computational Framework of Radiative Hybrid Nanofluid
Configured By a Stretching Surface Subject To Entropy Generation: Using Keller Box Scheme. Arabian
Journal of Chemistry, 104628.
[90] Ayub, A., Sabir, Z., Said, S. B., Baskonus, H. M., Sadat, R., & Mohamed R. Ali, (2023). Nature
analysis of Cross fluid flow with inclined magnetic dipole. Microsystem Technologies, 1-18.
[91] Elboughdiri, N., Ghernaout, D., Muhammad, T., Alshehri, A., Sadat, R., Mohamed R. Ali & Wakif,
A. (2023). Towards a novel EMHD dissipative stagnation point flow model for radiating copperbased ethylene glycol nanofluids: An unsteady two-dimensional homogeneous second-grade flow
case study. Case Studies in Thermal Engineering, 102914.
14
[92] Ismael, H. F., Nabi, H. R., Sulaiman, T. A., Shah, N. A., & Mohamed R. Ali (2023). Multiple
soliton and M-lump waves to a generalized B-type Kadomtsev–Petviashvili equation. Results in
Physics, 106402.
[93] Ali, K. K., Tarla, S., Mohamed R. Ali, Yusuf, A., & Yilmazer, R. (2023). Consistent solitons in the
plasma and optical fiber for complex Hirota-dynamical model. Results in Physics, 106393.
[94] Sabir, Z., Raja, M. A. Z., Mohamed R. Ali., Sadat, R., Fathurrochman, I., Núñez, R. A. S., & Bhat,
S. A. (2023). A neuro Meyer wavelet neural network procedure for solving the nonlinear
Leptospirosis model. Intelligent Systems with Applications, 200243.
[95] Sabir, Z., & Mohamed R. Ali (2023). Analysis of perturbation factors and fractional order
derivatives for the novel singular model using the fractional Meyer wavelet neural networks. Chaos,
Solitons & Fractals: X, 11, 100100.
[96] Khan, S., Ayub, A., Shah, S. Z. H., Sabir, Z., Rashid, A., Shoaib, M., ... & Mohamed R. Ali (2023).
Analysis of inclined magnetized unsteady cross nanofluid with buoyancy effects and energy loss
past over a coated disk. Arabian Journal of Chemistry, 16(10), 105161.
[97] He, Z., Arain, M. B., Khan, W. A., Alzahrani, A. R. R., Muhammad, T., Hendy, A. S., & Mohamed
R. Ali (2023). Theoretical exploration of heat transport in a stagnant power-law fluid flow over a
stretching spinning porous disk filled with homogeneous-heterogeneous chemical reactions. Case
Studies in Thermal Engineering, 50, 103406.
[98] Ahmad, S., Ali, K., Ayub, A., Bashir, U., Rashid, F. L., Aryanfar, Y., Mohamed R. Ali & Ali, L.
(2023). Localized magnetic fields and their effects on heat transfer enhancement and vortices
generation in tri-hybrid nanofluids: A novel investigation. Case Studies in Thermal Engineering, 50,
103408.
[99] Umar, M., Amin, F., & Mohamed R. Ali (2023). Neuro-swarm intelligence to study mosquito
dispersal system in a heterogeneous atmosphere. Evolving Systems, 1-13.
[100] Ali, K. K., Yusuf, A., Yokus, A., & Mohamed R. Ali (2023). Optical waves solutions for the
perturbed Fokas–Lenells equation through two different methods. Results in Physics, 53, 106869.
[101] Mohamed R. Ali, Khattab, M. A., & Mabrouk, S. M. (2023). Investigation of travelling wave
solutions for the (3+ 1)-dimensional hyperbolic nonlinear Schrödinger equation using Riccati
equation and F-expansion techniques. Optical and Quantum Electronics, 55(11), 991.
[102] Ahmad, S., Ali, K., Sajid, T., Bashir, U., Rashid, F. L., Mohamed R. Ali, ... & Darvesh, A. (2023).
A novel vortex dynamics for micropolar fluid flow in a lid-driven cavity with magnetic field
localization–A computational approach. Ain Shams Engineering Journal, 102448.
[103] Zhang, K., Alshehry, A. S., Aljahdaly, N. H., Shah, R., Shah, N. A., & Mohamed R. Ali (2023).
Efficient computational approaches for fractional-order Degasperis-Procesi and Camassa–Holm
equations. Results in Physics, 50, 106549.
15
[104] Obalalu, A. M., Memon, M. A., Saleem, S., Abbas, A., Olayemi, O. A., Mohamed R. Ali., ... &
Hendy, A. S. (2023). Thermal performance of Oldroyd-B hybrid nanofluid in solar energy-based
water pumping systems and entropy generation minimization. Case Studies in Thermal Engineering,
103476.
[105] Nimmy, P., Nagaraja, K. V., Srilatha, P., Karthik, K., Sowmya, G., Kumar, R. V., ... & Mohamed
R. Ali (2023). Implication of radiation on the thermal behavior of a partially wetted dovetail fin
using an artificial neural network. Case Studies in Thermal Engineering, 103552.
[106] Zafar, A., Raheel, M., Mohamed R. Ali, Myrzakulova, Z., Bekir, A., & Myrzakulov, R. (2023).
Exact Solutions of M-Fractional Kuralay Equation via Three Analytical Schemes. Symmetry,
15(10), 1862.
[107] Obalalu, A. M., Alqarni, M. M., Odetunde, C., Memon, M. A., Olayemi, O. A., Shobo, Mohamed
R. Ali., ... & Hendy, A. S. (2023). Improving agricultural efficiency with solar-powered tractors and
magnetohydrodynamic entropy generation in copper–silver nanofluid flow. Case Studies in Thermal
Engineering, 103603.
[108] Asim Zafar, M. Raheel, Ali M. Mahnashi, Ahmet Bekir, Mohamed R. Ali. (2023). Exploring the
new soliton solutions to the nonlinear M-fractional evolution equations in shallow water by three
analytical techniques. Results in Physics, https://doi.org/10.1016/j.rinp.2023.107092 .
16