Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
Curriculum Vitae
Professor of Applied Mathematics
Numerical Analysis & Mathematical Modeling
Ph.D in Mathematics: Goethe-University, Frankfurt, Germany M.Sc in Mathematics: Technical-University of Darmstadt, Germany B.Sc in Mathematics: Mohammed I-University, Oujda, Morocco
1 Personnel Data
Full name: Mostafa Zahri
Born in Taourirt Morocco ( 1971)
Address: University of Sharjah; College of Science; Department of Mathematics;
P.O Box 27272 Sharjah; United Arab Emirates Phone : +971-65-166-760
Email: [email protected] or [email protected] URL: Official WEB UoS and Personal WEB
2 Language skills
Arabic; German; French; English.
3 Academic experience
2022-Now Professor of Applied Mathematics, University of Sharjah, United Arab Emirates 2017-2022 Associate Professor of Mathematics, University of Sharjah, United Arab Emirates 2014-2017 Associate Professor of Mathematics, Taibah-University, Madinah, Saudi Arabia 2009-2014 Assistant Professor:Taibah-University, Madinah, Saudi Arabia
2004-2009 Professor-Assistant: Goethe-University, Frankfurt, Germany 2000-2004 Teaching-Assistant Technical University of Darmstadt, Germany) 1998-1999 Mathematics Teacher: Pigier Professional School, Taourirt, Morocco
4 Speciality & Research interests
Numerical Analysis
and Mathematical Modeling.
- Numerical Analysis for ODEs, SDEs, PDEs and SPDEs.
- Numerical Analysis for Dynamical Systems.
- Modeling and Simulation of Multi-agents Systems.
- Implementation of Population Interaction Methods.
- Computational Mathematics and Stochastics.
- Domain decomposition methods.
- Mathematics and Arts.
www.zahri-edu.net 1 Sept. 2022
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
5 Awards and Nominations
Course Supervisor: The vice presidency of Educational affairs of Taibah University (Madinah) nom- inates Mostafa Zahri as Responsible and Course Supervisor for the course In- troduction to Calculus (more than 5000 Students (for the Preparatory Year Program- Mathematics) 2013/2014; 2014/2015; 2015/2016 and 2016/2017.
Academic Expert: The vice presidency of Educational affairs of Taibah University (Madinah) nom- inates Mostafa Zahri as Academic Expert for the Preparatory Year Program (Mathematics) 15/01/2013
Scientific Research Award: Price of the Best Scientific Publications organized by Taibah Uni- versity 06/05/2013 (Deanship of Scientific Research).
Scientific Research Award: SHARJAH INNOVATION WEEK EXHIBITION 8 FEB 2020, Project Entitled: "Mathematics Modeling of Patterns in Islamic Design" by Dr. Mostafa Zahri from the Department of Mathematics (Finalist). Link.
6 Education
1983 Primary school, Allal Ben Abdellah Taourirt, Morocco.
1989 Secondary school, Fath in Taourirt and Lycée Ziri Ibn Attia in Oujda, Morocco.
1991 Baccalaureate en science Math,
Lycée Ziri Ibn Attia in Oujda, Morocco.
1998 Diploma Licence es science in applied Mathematics option Statistics, University Mohammed I in Oujda, Morocco.
2000 Diploma of the German language DSH,
Carl von Osietsky University in Oldenbourg, Germany.
2003 German Diploma of Mathematics (Academic grad Dipl. -Math. equi. Master), Technical University of Darmstadt, Germany.
2009 Ph.D in Mathematics (Academic grad Dr. phil. nat.) Goethe-University in Frankfurt am Main, Germany.
7 Theses
Master Title ’Analyse und Implementation des mehrdimensionalen Milstein-Verfahrens’
(in German Language), Technical University of Darmstadt, Germany.
Supervisior Prof. Dr. Klaus Ritter.
Ph.D Title ’Condensing on metric spaces, modeling analyse and simulation’
Goethe-University Frankfurt, Germany.
Supervisor Prof. Dr. Malte Sieveking, Reporter Prof. Dr. Dr. Ulrich Krause.
8 Teaching experience: Undergraduate & Graduate courses Pigier Institute, Morocco:
Pre-calculus Calculus
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
Statistics
Financial Mathematics.
TU Darmstadt, Germany:
Linear Algebra I & II (Tutorials with Prof. Dr. A. Martin) Linear Algebra I (Tutorials with Prof. Dr. K. H. Neeb) Linear Algebra II (Tutorials with Prof. Dr. Schappacher) Goethe-University of Frankfurt, Germany:
Discrete Mathematics (Tutorials with Prof. Dr. C. P. Schnorr) Discrete Mathematics (Tutorials with Prof. Dr. T. Theobald) Linear Algebra II, Geometry II (Tutorials with Prof. Dr. G. Burde)
Analysis and Math for Physics III (Tutorials with Prof. Dr. L. Habermann) Mathematics for Physics II (Tutorials with Prof. Dr. J. Baumeister)
Numerical analysis (Tutorials with Prof. Dr. J. Baumeister) Mathematics III, IV (Tutorials with Prof. Dr. M. Sieveking) Acadomia Institute of Frankfurt, Germany:
School Mathematics College Algebra Analysis of functions Analytical Geometry Financial Mathematics
Taibah University Madinah, Saudi Arabia:
Numerical Analysis I and II for math.
Mathematical Modeling for math.
Computational Mathematics for math.
Calculus I, II and III for math., engineering and computer-science Complex Analysis for math.
Linear Programming and Operation Research for math., economics Introduction to Statistics for math., economics and engineering Computer Mathematics for mathematics
Mathematical software(Matlab, Mathematica, Maple) for math. and engineering Use of softwares (Latex, Excel, SPSS) for math. and engineering
Graduate courses at Taibah University Madinah, Saudi Arabia:
Advanced Numerical Methods for ODE’s (Master in Mathematics).
Numerical Methods for PDE’s (Master in Mathematics).
Numerical Methods for IVPs and BVPs (Master in Mathematics).
Orthogonal Polynomials and Approximation (Master in Mathematics).
University of Sharjah, United Arab Emirates:
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
Calculus I for Engineering Calculus II for Science
Vector Calculus for Mathematician
9 Educational and Research Codes in C++ and Matlab Random generators; Split Metrics Random Metrics Milstein-Algorithm for SDEs
Euler, Runge-Kutta for SDEs, SPDEs Finite element
Advection-Diffusion methods Domain Decomposition Methods Barycentric Interpolation Method BIM DDM-MOL-BIM Algorithm
Two dimensional densities for stochastic methods Wick product for SPDEs
Interactions methods for Multi-Agents Systems.
10 Contributions to the training of highly qualified personnel Examiner: -(Master thesis) S. Al-Jihani,
An active trust-region algorithm for solving constrained optimization prob- lems, 2012.
-(Master thesis) N. Al-Raddadi,
Trust-region algorithm for solving Equality and Inequality constrained opti- mization problems, 2012.
-(Master thesis) A. Al-Garni,
Some higher iterative methods for solving nonlinear equations, 2013.
Advisor: -(Master thesis) M. Alhaybashy,
Numerical methods for singularly perturbed differential difference equations with small delay, 2012.
Bachelor projects: Advisor for more than 15 Bachelor final projects in Taibah University and Uni- versity of Sharjah.
11 Professional and Community services
Reviewer for several journals SIAM, JCAM, CAM, OJAM, AFMA, ANM, ...
International commitees
2015 Member of the scientific committee for the First Spring School, in numerical methods for sciences and engineering, University Ibn Zohr, Agadir, Morocco.
2016 Member of the organizing committee for the Matlab workshop for staff and graduate students at Taibah University, Madinah, KSA.
2018 Member of the organizing committee for the First Sharjah international Spring School in Numeriocal methods for PDEs, Sharjah UAE.
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
2018 Member of the organizing committee for the First Sharjah international Spring School in Numerical methods for PDEs, Sharjah UAE.
2018 Member of the scientific committee for the third spring school in numerical methods for PDEs, Tetouan Morocco.
12 Projects and Research Groups
2009 Member of the Moroccan Mathematical Society of Applied Mathematics.
Morocco.
2015 Member of the research group computational mathematics with Prof. Mohammed Seaid, Durham, United Kingdom.
2015 Project 1434: Numerical Method for solving evolutionary SPDEs.
Taibah University, Kigdom of Saudi Arabia.
2015 Project 1438: Numerical Method for solving evolutionary SPDEs.
Taibah University, Kigdom of Saudi Arabia.
2018 Project: Numerical modeling and simulation of symmetric diffusion.
University of Sharjah, United Arab Emirates
2018 Project: Burgers as a turbulence model: Domain decomposition modeling of the burgers equation with local perturbation and global. control, with Prof. Abdelaziz Sofiane.
University of Sharjah, United Arab Emirates
2018- Member of the research group, Modeling, analysis and simulation of some evolutionary phenomena. University of Sharjah, United Arab Emirates.
2018- Member of research group with the college engineering.
Prof. Tarek Merabtene. University of Sharjah, United Arab Emirates.
2019- Member of research Bio-Informatics College of Medicine.
Prof. Rifat Akram Hamoudi. University of Sharjah, United Arab Emirates.
2020 Project: On the stability of some wave and viscoelastic systems with non-standard non- linearities, join with Salim Messaoudi and Muhammad Islam Mustafa.
13 Conference communications, presentations & Attendence
2002 University of Jena, Germany: Spring School on Numerical Stochastics 2003 Technical University of Darmstadt, Germany: Numerical Stochastics
2005 University of Marakech, Morocco: Wiener-Itô Chaos Expansions and Finite-Volume So- lution of Stochastic Advection Equations,
2006 University of Trier, Germany: Solving advection-diffusion problems by using Wick- product
2006 University of Oujda, Morocco: Condensing on smooth manifolds, Computational aspect 2007 University of Granada, Spain: A new numerical method for stochastic partial differential
equations driven by white noise
2008 University of Halle, Germany: Numerical Methods for SPDE
2009 University of Frankfurt, Germany: Mathematical Modeling of Condensing
2009 University of Saarbrücken Germany: Energy-based model and mathematical modeling of condensing
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
2011 University of Madinah, K.S.A: Modeling of Emergence
2012 University of Madinah, K.S.A: Matlab Graphics, Workshop for graduate student 2013 University of Madinah, K.S.A: Split Metrics: Theory and Applications
2015 University of Madinah, K.S.A: Matlab workshop for Math-staff
2015 University of Agadir Morocco: Numerical Methods for SDEs and SPDEs, (Invited speaker)
2015 University of Taibah, (KSA), Strong Approximation of SDEs, Computational approach 2017 University of Oujda (Morocco): MAMERN VII, May 17-20, 2017, Numerical solution of
SPDEs on overlapping subdomains
2017 University of Sharjah (UAE), Nonember, 2017, Numerical solution of SPDEs on over- lapping subdomains. Computational approach.
2017 The third international conference on Arab and Muslim History of Sciences, Dec. 5-7, University of Sharjah (UAE) (Attendance only)
2018 University of New York Abu-dahbi (UAE), January, 2018, Numerical method for PDEs (Attendance only)
2018 Invited speaker in NumPDEs2018 University Tetouan, Morocco from 16 to 20 April 2018 2019 8th International Conference on Modeling Simulation and Applied Optimization, ICM-
SAO 2019, IEEE, Bahrain.
2019 Mathday UAE, American university of Sharjah March 2019
2020 Talk in the math department Mathematical modeling of islamic design 16.01.2020 2020 Talk in Eng. Dept. UoS, Strong Solutions for SDEs 30.01.2020
2020 Conference AUS-ICMS20 6-8.02.2020, Numerical Solution for SPDEs systems on over- lapping do,aims with additive noises.
2020 Online Seminars on Numerical Methods for PDEs Nov. 27 2020, Barycentric interpola- tion of interface solution for solving stochastic partial differential equations.
2021 “The first Mathematics-Gathering: MG1” February 23, 2021, Modeling Islamic Design.
2022 “Sharjah Innovation Week” February 15, 2022, Modeling modelling of patterns in Islamic Design.
2022 “The first Mathematics-Gathering: MG1” TMarch 1, 2022, Modeling of patterns unsing mathematical functions.
14 Consulting activities
2007-2009 ACADOMIA AG, Frankfurt am M. (Germany): Pedagogical Consulting.
2006-2009 Tutoria GmbH, München (Germany): Pedagogical Consulting.
2006-2008. Dresdner Bank, Frankfurt am M (Germany): Statistical Consulting.
15 Administration and comities memberships Technical University of Darmstadt:
2002-2003 Consulting for Foreign Student by Akadimische Auslandsamt.
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
2002-2003 Contribution to Organization of "Mathematik Lern-Zenterum".
Goethe-University of Frankfurt:
2005-2009 Consulting for Foreign Student by Akadimische Auslandsamt Acadomia-Institute of Frankfurt:
2007-2009 Member of ACADOMIA Institute of Frankfurt am Main.
Taibah-University of Madinah: Member of
2013-2017 Supervisor MATH101-Course for the Preparatory Year program.
2014-2017 Coordinator Numerical analysis Group.
2010-2017 Planning and Accreditation Bachelor-Program Committee.
2014-2017 Planning and Accreditation Master-Program Committee.
2011-2013 The use of technology in mathematics Committee.
2011-2013 The Scientific Conferences Committee.
2011-2013 The Scholar Affairs Committee.
2011-2014 The Graduate Research Work Committee.
2013-2017 The Hiring committee for the preparatory year programm 2015-2017 Exam Coordinator for mathematics Department.
2012-2013 Preparatory Year Plan Committee.
2012-2013 Bachelor reform (from four to three Years) Committee.
University of Sharjah: Member of
2017-2018 The Students advising committee.
2017-2018 The Math-Clinic Committee 2017-2019 The Hiring committee 2017-2019 The Conference committee
2019-2020 Science and engineering committee (College of science level) 2019-2020 Accreditation and Academic Plans (chair)
2019-2021 Internship and Training Committee 2019-2021 Conference and workshop Committee 2019-2021 Annual report Committee (chair)
2019-2022 Chair of the annual report Committee (college level, chair) 2019-2021 Accreditation ABET
2019-2022 Chair of the strategic and planning Committee (college level, chair)
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
16 Statement of teaching experience and philosophy
I have more than ten years experience in teaching mathematics at undergraduate and graduate levels at the Technical University of Darmstadt (Germany), Goethe-University of Frankfurt am Main (Germany) and at Taibah University of Madinah (Saudi Arabia). I have taught different classical and modern courses.
Teaching experience
At Technical University of Darmstadt (TUD) and the Goethe University of Frankfurt (JWG) in Ger- many, I served as teaching assistant for several tutorials with the following Professors:
Prof. Dr. Karl Hermann Neeb (TUD).
Prof. Dr. Norbert Schappacher (TUD).
Prof. Dr. Alexander Martin (TUD).
Prof. Dr. Thorsten Theobald (JWG).
Prof. Dr. Gerhard Burde (JWG).
Prof. Dr. Lutz Habermann (JWG).
Prof. Dr. Johannes Baumeister (JWG).
Prof. Dr. Claus P. Schnorr (JWG).
Prof. Dr. Malte Sieveking (JWG).
My contribution for tutorials for the following undergraduate courses:
Linear Algebra I & II for economics, informatics, mechanics Students.
Mathematics IV for formation of College-Instructors L1, L2, L5.
Discrete Mathematics for mathematics, engineering and computer-science Students.
Linear Algebra for mathematics Students.
Numerical Mathematics for mathematics and physics students.
Advanced analysis for mathematics and physics students.
At Taibah University in Madinah (TUM) Saudi Arabia, I worked as assistant and associate professor.
I was responsible for the following undergraduate courses:
Numerical Analysis I and II for math.
Mathematical Modeling for math.
Computational Mathematics for math.
Calculus I, II and III for math., engineering and computer-science Introduction to Statistics, engineering and computer-science Complex Analysis for math.
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
Linear Programming and Operation Research for math., economics Computer Mathematics for math.
Mathematical software(Matlab, Mathematica, Maple) for math. and engineering Use of softwares (Latex, Excel, SPSS) for math. and engineering
My contribution for lectures for the following graduate courses:
Advanced Numerical Methods for ODE’s (Master in Mathematics).
Numerical Methods for PDE’s (Master in Mathematics).
Numerical Methods for IVPs and BVPs (Master in Mathematics).
Orthogonal Polynomials and Approximation (Master in Mathematics).
Course Supervisor PYP-TUM: At the preparatory year of the science-program in Taibah University (PYP-TUM). In 2013, I was nominated by the Vice Presidency of Educational affairs of TU as Course Supervisor for the course "Introduction to Calculus MATH101". This course is offered for about 5000 Students in ten University Campuses. Five for males and five for females in Madinah, Ula, Yanbu, Mahd and Badr. I was responsible (until now) for
the academic management of the course.
all Exams: structures and preparation.
the programming of the Home-Page of course www.zahri-edu.net.
17 Publications: Books
Mostafa Zahri
Chapter in Book: Numerical treatment of multi- dimensional stochastic, competitive and evolu- tionary modelsMostafa Zahri, Book: Disease Pre- vention and Health Promotion in Developing Countries, 2020, pp. 183–215
Publisher: Springer (January 2020), Language: En- glish , ISBN: 978-3-030-34702-4,
Mostafa Zahri & Hisham Rafat, Introduction to Mathematics (Second Edition)
Publisher PEARSON Education (August 2016), ISBN 978-1-78726-053-5
Mostafa Zahri & Hisham Rafat, Introduction to Mathematics (First Edition)
Publisher PEARSON Education (August 2015), ISBN 978-1-78447-984-8
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
Mostafa Zahri & Hisham Rafat,
Introduction to Calculus (Second Edition) (Second Edition)
Publisher PEARSON Education (Aug 2014), Language: English ISBN 978-1-78365-468-0,
Mostafa Zahri & Hisham Rafat, Introduction to Calculus (Second Edition)
(Second Edition)
Publisher PEARSON Education (Aug 2014), Language: English ISBN 978-1-78365-468-0,
Mostafa Zahri,
Introduction to Calculus (First Edition),
Publisher PEARSON Education (August 2013), ISBN 978-1-78365-468-0,
Mostafa Zahri
Numerische Lösung Stochastischer Differential- gleichungen (SDE),]
Verlag: VDM Verlag (23. Oct. 2009),]
Sprache: Deutsch, ISBN-13: 978-3639208795
Mostafa Zahri
Energy-Based Model of Condensing on Metric Spaces, Modeling, Analysis and Simulation Publisher: SVH-Verlag (Sep. 25, 2009),
Language: English, ISBN-13: 978-3838110813
18 Publications: Articles
1. Exponential and polynomial decay results for a swelling porous elastic system with a single nonlinear variable exponent damping: Theory and numerics A Soufyane, AM Al-Mahdi, MM Al-Gharabli, I Kissami, M Zahri, submitted (2022)
2. Ergodic stationary distribution of stochastic epidemic model for HBV with double saturated incidence rates and vaccination G Hussain, A Khan, M Zahri, G Zaman Chaos, Solitons and Fractals 160, 112195 (2022)
3. Extinction and stationary distribution of a stochastic COVID-19 epidemic model with time-delay R Ikram, A Khan, M Zahri, A Saeed, M Yavuz, P Kumam Computers in Biology and Medicine 141, 105115-22 (2022)
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
4. Probabilistic analysis and simulation of crack propagation in concrete pavements and surfaces M Leblouba, M Tarabin, M Zahri Scientific reports 12 (14157) (2022)
5. Stabilization of a viscoelastic wave equation with boundary damping and variable exponents:
Theoretical and numerical study AM Al-Mahdi, MM Al-Gharabli, M Nour, M Zahri AIMS MATHEMATICS 7 (8), 15370-15401 (2022)
6. Analytical and computational results for the decay of solutions of a damped wave equation with variable-exponent nonlinearities SA Messaoudi, M Zahri, Topological Methods in Nonlinear Analysis 59 (2B), 851-866 (2022) Optimal memory-type boundary control of the Bresse system B Feng, S Messaoudi, A Soufyane, M Zahri Asymptotic Analysis, 1-32 (2022)
7. Extinction and persistence of a stochastic delayed Covid-19 epidemic model K Amir, I Rukhsar, S Anwar, Z Mostafa, G Taza, WH Usa, Computer Methods in Biomechanics and Biomedical Engineering, (2022)
8. Theoretical and computational decay results for a memory type wave equation with variable- exponent nonlinearity AM Al-Mahdi, MM Al-Gharabli, M Zahri, Mathematical Control and Related Fields (2022)
9. Numerical Solution of Stochastic Partial Differential Systems With Additive Noise on Overlap- ping Subdomains M Zahri, Journal of Numerical Mathematics and Stochastics 12 (1), 55-74, 2021
10. Thermal analysis on uniformly heated diamond obstruction in convective liquid suspension KU Rehman, W Shatanawi, M Zahri, ESM Sherif, H Junaedi, YP Lv, Case Studies in Thermal Engineering 26, 101062
11. A stochastic threshold to predict extinction and persistence of an epidemic SIRS system with a general incidence rate, Settati, A., Lahrouz, A., Zahri M., El Mahjour, H., Seaid, M., Chaos, Solitons and Fractals, 2021, 144, 110690
12. Asymptotic stability of porous-elastic system with thermoelasticity of type III, Lacheheb, I., Messaoudi, S.A., Zahri, M. Arabian Journal of Mathematics, 2021
13. Theoretical and computational results of a wave equation with variable exponent and time- dependent nonlinear damping MI Mustafa, SA Messaoudi, M Zahri Arabian Journal of Mathe- matics, 1-16, 2021
14. Thermally magnetized rectangular chamber optimization (TMRCO) of partially heated continu- ous stream: Hybrid meshed case study, Mostafa Zahri, Wael Al-Kouz, Khalil Ur Rehman, M.Y.
Malik, Case Studies in Thermal Engineering 22 (2020) 100770
15. A stochastic SACR epidemic model for HBV transmission, Amir Khan , Ghulam Hussain , Mostafa Zahri , Gul Zaman, Usa Wannasingha Humphries , Journal of Biological Dynamics, 14:1, 788-801 (2020)
16. Darcy-Forchheimer 3D Williamson nanofluid flow with generalized Fourier and Fick’s laws in a stratified medium, M Ramzan, H Gul, M Zahri Bulletin of the Polish Academy of Sciences:
Technical Sciences Vol. 68, No. 2, 2020
17. Stochastic permanence of an epidemic model with a saturated incidence rate, Ghulam Hussain, Amir Khan, Mostafa Zahri, Gul Zaman Chaos, Solitons and Fractals, Vol. 139 2020. 2020
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
18. On both magnetized and nonmagnetized dual stratified medium via stream lines topologies: A generalized formulation Khalil Ur Rehman, M. Y. Malik, Qasem M. Al-Mdallal & Mostafa Zahri Scientific Reports volume 9, Article number: 6306 (2019) 2019
19. On heat transfer in the presence of nano-sized particles suspended in a magnetized rotatory flow field Khalil Ur Rehman Iqr Shahzadi M.Y.Malik Qasem M.Al-Mdallal Mostafa Zahri Case Studies in Thermal Engineering Volume 14, September 2019, 100457 2019
20. Finite element technique for the analysis of buoyantly convective multiply connected domain as a trapezium enclosure with heated circular obstacle Khalil Ur Rehman, M.Y.Malik, Mostafa Zahri, Qasem M.Al-Mdallal, Mohammed Jameel, M. Imran Khan Journal of Molecular Liq- uids;286,110892, 2019
21. Existence and New General Decay Results for a Viscoelastic Timoshenko System, J.H Hassan, S.A. Messaoudi, M. Zahri Zeitschrift für Analysis und ihre Anwendungen 39 (2), 185-222, 2020 22. On the exponential and polynomial stability for a linear Bresse system Afilal, M., Guesmia, A.,
Soufyane, A., Zahri, M. Mathematical Methods in the Applied Sciences 43(5), pp. 2626-2645, 2020
23. Dataset in the characterization of black spot Ehrenberg snapper and its proteins’ denaturation inhibition by natural antioxidants, Elgamouz, A., Alsaidi, R., Alsaidi, A., M. Zahri, Almehdi, A., Bajou, K. Data in Brief 28,104927,2020
24. Optimal Decay Rate Estimates of a Nonlinear Viscoelastic Kirchhoff Plate Feng, B., Zahri, M.
Complexity 2020,6079507,2020
25. Numerical Treatment of Multidimensional Stochastic, Competitive and Evolutionary Models, Book Disease Prevention and Health Promotion in Developing Countries, Mostafa ZAHRI Springer Pages 183-215
26. On both magnetized and non-magnetized dual stratified medium via stream lines topologies:
A generalized formulation’Rehman, K.U., Malik, M.Y., Al-Mdallal, Q.M., Zahri, M. Scientific Reports 9(1),6306,2019
27. On heat transfer in the presence of nano-sized particles suspended in a magnetized rotatory flow field, Rehman, K.U., Shahzadi, I., Malik, M.Y., Al-Mdallal, Q.M., Zahri, M. Case Studies in Thermal Engineering 14,100457, 2019
28. The effects of storage on quality and nutritional values of Ehrenberg’s snapper muscles (Lutjanus ehrenbergi): Evaluation of natural antioxidants effect on the denaturation of proteins Elgamouz, A., Alsaidi, R., Alsaidi, A., (...), Almehdi, A., Bajou, K. Biomolecules 9(9),442, 2019
29. Finite element technique for the analysis of buoyantly convective multiply connected domain as a trapezium enclosure with heated circular obstacle. Rehman, K.U., Malik, M.Y., Zahri, M., (...), Jameel, M., Khan, M.I. Journal of Molecular Liquids 286,110892, 2019
30. Jamilu Hashim Hassan, Salim A. Messaoudi, and Mostafa Zahri , Existence And New General Decay Results For A Viscoelastic-Type Timoshenko System, Zeitschrift für Analysis und ihre Anwendungen 39 (2), 185-222, 2020
31. Abdelaziz Elgamouz ,Rana Alsaidi ,Alaa Alsaidi ,Mostafa Zahri ,Ahmed Almehdi, Khalid Ba- jou, The Effects of Storage on Quality and Nutritional Values of Ehrenberg’s Snapper Muscles (Lutjanus Ehrenbergi): Evaluation of Natural Antioxidants Effect on the Denaturation of . . . Biomolecules 9 (9), 442.
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
32. Mostafa Zahri, Mathematical Modeling of a Class of Symmetrical Islamic Design. Symmetry Vol. 11 (4) 2019
33. Khalil Ur Rehman, M. Y. Malik, Qasem M. AlMdallal, Mostafa Zahri, On both magnetized and nonmagnetized dual stratified medium via stream lines topologies: A generalized formulation.
Scientific reports Vol. 9, Article number: 6306 (2019)
34. Khalil Ur Rehman, Iqr Shahzadi, M.Y.Malik, Qasem M.AlMdallal, Mostafa Zahri, On heat transfer in the presence of nano-sized particles suspended in a magnetized rotatory flow field.
Case Studies in Thermal Engineering Volume 14, September 2019, 100457
35. Khalil Ur Rehman, M.Y.Malik, Mostafa Zahri, Qasem M.Al-Mdallal, Mohammed Jameel, M.
Imran Khan, Finite element technique for the analysis of buoyantly convective multiply connected domain as a trapezium enclosure with heated circular obstacle. Journal of Molecular Liquids Available online 6 May 2019, 110892
36. Mostafa Zahri, Mathematical Modeling of Symmetric Diffusin to appear in IEEE-Xplore 2019 Barycentric Interpolation method for solving Dirichlet initial boundary value systems on non- overlapping subdomains under review, 2017-2018
37. M. Zahri, Numerical solution of a stochastic advection-diffusion system on overlapping subdo- mains, under review 2017-2018
38. H. Najar, M. Zahri, Stark operators on finite intervals: Self-adjointness and spectrum, under review, 2017-2018
39. Khalil UrRehman, M.Y.Malika, Mostafa Zahri, M. Tahir, Numerical analysis of MHD Casson Navier’s slip nanofluid flow yield by rigid rotating disk Results in Physics, 11, January 2018 40. Khalil Ur Rehman, M. Y. Malik, Abid Ali Khan, Iffat Zehra, Mostafa Zahri, M. Tahir Numer-
ical solution of chemically reactive non-Newtonian fluid flow: Dual stratification The European Physical Journal Plus, December 2017, 132, 550.
41. M. Zahri, Numerical solution of stochastic partial differential systems with additive noise on over- lapping subdomains, 7th 7th International Conference on Approximation Methods and Numeri- cal Modelling in Environment and Natural Resources (MAMERN’17 VII-2017, Oujda, Morocco, 17-20 May 2017), B. Amaziane et al. (Eds.), pp. 198-201
42. M. Zahri, Barycentric interpolation of interface-solution for solving stochastic partial differen- tial equations on non-overlapping subdomains with additive multi-noises, to appear in Inter- national Journal of Computer Mathematics, Volume 95 (2018), Issue 4, Pages 645-685. DOI:
10.1080/00207160.2017.1297429
43. Mostafa Zahri, Mathematical modeling of condensing on metric spaces, European Jour. of Pure and Appl. Math, Vol. 6, No. 2, 2013, 172-188
44. Kamel Mohamed, Mohammed Seaïd and M. Zahri, A finite volume method for scalar conservation laws with stochastic time-space dependent flux function, Journal of Computational and Applied Mathematics, Volume 237, Issue 1, 1 January 2013, Pages 614-632
45. Mofdi El-Amrani, Mohammed Seaïd and M. Zahri, A stabilized finite element method for stochas- tic incompressible Navier-Stokes equations, International Journal of Computer Mathematics, Volume 89, 2012 - Issue 18
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
46. M. Zahri, Multidimensional Milstein scheme for solving a stochastic model for prebiotic evolution, Journal of Taibah University for Science, Volume 8, Issue 2, April 2014, Pages 186—198.
47. M. Zahri and N. Khalaf, Some Results on Riemannean Multiple Barycenters, to appear in Journal of Applied Mathematics and Physics (JAMP) 2014.
48. M. Zahri, Colored-Noise-Like Multiple Itô Stochastic Integrals: Algorithms and Numerics Journal of Numerical Mathematics and Stochastics, 7 (1) : 48-69, 2015
49. H. Eledum and M. Zahri, Relaxation Method For Two Stages Ridge Regression, International Journal of Pure and Applied Mathematics, Volume 85 No. 4 2013, 653-667
50. M. Abdellahi and M. Zahri, Optimizing the Energy of Collective Intelligence using Nonlinear Approach, IJPAM, Volume 78, No. 7 (2012)
51. M. Zahri, On Numerical Schemes for Solving a stochastic Advection-diffusion problem Int. Jour.
of Pure and Appl. Math. Volume 77, No. 5 (2012)
52. M. Zahri, Numerical Simulation and Construction of a class of Random metrics, Journal of Numerical Mathematics and Stochastics, 4 (1) : 26-39, 2012
53. M. Zahri and N. Khalaf, Gradient Form of the Energy of Collective Intelligence, to appear in IJPAM, 2013.
54. A. Rößler, M. Seaid, M. Zahri, A new numerical method for stochastic partial differential equa- tions diriven by white noise, Proceedings Conference on Approximation Methods and Modeling in Environment and natural Resources, MAMERN07 PP: 143-148, (2007)
55. M. Zahri, Condensing of self-organizing groups, Hochschulpublikation, UB Goethe-University Frankfurt (2010)
56. M. Zahri, Numerical Solution of a Stochastic Lorenz Attractor, Jour. Num. Math. Stoch., vol.
2 (1) : 01-11, 2010
57. A. Rö ßler, M. Seaïd, M. Zahri, Numerical Simulation of Stochastic Replicator Models in Cat- alyzed RNA-like Polymers, Math and Computers in Simulation Vol. 79, Issue 12, P. 3577-3589 (2009)
58. Mostafa Zahri, Condensing on metric spaces: Modeling, analysis and simulation, Deutsche Na- tional Bibliothek DNB (2009)
59. M. Zahri, Stochastic diffusion problems: Comparison between Euler-Maruyama and Runge-Kutta schemes, J. Num. Math. Stoch., Vol. 1, pp 65-76, 2009
60. M. Zahri, Energy-based model of forming subgroups on finite metric space, Hochschulpublikation, UB Goethe-Universität Frankfurt 2009
61. M. Zahri, Energy-based model for self-organizing groups, Proceeding, 1st Hispano-Moroccan Days on Applied Mathematics and Statistics, Vol 1, pp 411-416, (2008)
62. A. Rößler, M. Seaïd, M. Zahri, Method of Lines for Stochastic Boundary-Value Problems with Additive Noise, Appl. Math. Comput., Vol. 199, No. 1, 301-314 (2008).
63. M. Zahri , H. Manouzi, M. Seaid, Wick-Stochastic Finite Element Solution of Reaction-Diffusion Problems, J. Comp. Applied Math. Vol 203, pp:516-532 (2007)
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
64. M. Zahri, Condensing on smooth Riemannian manifolds, Proceeding, Informatiques et applica- tion, Oujda, Morocco (2006)
65. M. Zahri, M. Seaïd, H. Manouzi, M. El-Amrani, Wiener-Itô Chaos Expansions and Finite-Volume Solution of Stochastic Advection Equations, Finite Volume and Application IV: pp: 525-538, (2005)
66. Mostafa Zahri, Analyse und Implementation des mehrdimensionalen Milstein-Verfahrens zur Sim- ulation von SDE, Technical University Darmstadt (2003)
19 Teaching philosophy
In mathematics, students constantly apply the fundamental concepts and theory learned in the class- room. My main goal is to encourage independent thinking and analytical reasoning to augment their problem-solving skills. Thus, I show them that understanding concepts is the better method to mem- orize Knowledge. Moreover, I always motivate my students for individual self-research works and group communications. Technology is beneficial and should be utilized permanently and effectively. I permanently encourage students to solve problems in the classroom and frequently write and discuss collectively his/her answer. This increase self-confidence and positive participation. Social networks, forums, professor-homepage and internet communications became fascinating complementary teaching method currently. On the one hand, to be connected with my students and, on the other hand, to show them how to use the internet world effectively. For graduate-level courses, there is much more room for discovery and motivating new directions. I encourage the students to develop their skills for proof and verification of claims. Drawing attention to gaps in Knowledge or reasoning helps students identify their weaknesses and build on their strengths. I feel that "seeing is believing", and so audio-visual aids like using modern computer programs for lectures, providing handouts, showing video simulations, and using mathematical simulations in the classroom. I have experimented with many teaching methods, which I have combined and refined to effectively and quickly pass on knowledge to my students. My goal is to develop a powerful interest in mathematics, especially in solving real-life problems using mathematical concepts.
By teaching in different universities from different countries, I accumulate exciting teaching expe- rience. This allowed me to adapt myself to countries cultural characteristics and students Knowledge level. By the way, I developed my own teaching systematic, which I call MOLAS (Motivation, Objec- tives, Lecturing, Assessments and Suspense).
• Motivation: The bridge to my lecture should begin by a five minutes suitable Motivation. It includes some useful real live applications of the present subject.
• Objectives: I indicate the Objectives of the lecture to ’prepare’ my Students for knowing more details about the actual subject during the present meeting.
• Lecturing: The main concern of my Lecturing concept is to react and interact with the student questions and inquiries. In general, all questions should be taken seriously. Either the student receive an immediate scientific answer or the discussion with him/her should be reported indi- vidually to the office hours. The last case is important instructor intervention to correct some students information gaps.
• Assessments: Before the end of the meeting, the assessment in form of a semi-difficult problem should summarize more than 90% of the Objectives. The discussion of the solution with students could answer several not-asked questions.
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
• Suspense: The meeting will be closed by a five minutes suitable Suspense indication. This has the goal on the one hand to increase the student inquiries for the next lecture and on the other hand to encourage them for self-research.
20 Statement of research experience and future outlines Research experience:
In mathematics, students constantly apply the fundamental concepts, and My research is in applied mathematics, numerical analysis, modelling and scientific computing. More precisely, my work relates to implementing efficient numerical methods for the solution of stochastic partial differential equations (SPDEs) that arise in the description of natural and industrial processes. In the modelling research area, I try to develop a collective intelligence model (Zahri-Model) to explain the social behaviour of living or moving in population agents.
Modeling of Collective Intelligence:
The mathematics of emergence is a recent topic of research in the modelling of population dynamics.
Many scientists took this challenge and analyzed these phenomena in many contexts, such as flocking, schooling, swarming, etc. They have described the collective moves in groups by many continuous and discrete models in the form of non-linear discrete systems or differential equations. The Energy- based collective intelligence model purpose a new rules of self-organizing groups. More precisely, based on their local and global energies, the autonomous member of a population follows a natural rule by minimizing their actual energies. In this context, our contribution is to develop the differential equation (Zahri-Model): −∇e(x, m) =F(x, m), wherem represents a positive mass function, e(x, m) refers the local energy ofxwith respect to m and F is a positive function.
0 0.2
0.4 0.6
0.8 1
0 0.2 0.4 0.6 0.8 1 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7
0 0.2
0.4 0.6
0.8 1
0 0.2 0.4 0.6 0.8 1 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7
Fig 1. Density at time t= 0 and Density at time t= 10000∆t.
Computational Stochastic for SDEs and SPDEs
In real life, the transport phenomenon occurs in fluids through the combination of advection and diffusions. It demonstrates a significant part of chemical oceanography and involves an interesting interpretation of geochemical distributions in the water. These distributions result from several nat- ural combined effects of physical, biological, chemical and geological processes. In many cases, the analysis of such problems’ behaviours is only possible by employing numerical simulations of partial differential equations with random parameters. Starting for a standard Itô differential equation (SDE), we construct a passage method to solve more complicated deterministic and stochastic equations using the stochastics Taylor expansion or similar derived schemes, such as Milstein, Euler-Maruyama or the stochastic Runge-Kutta methods, etc...
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
0 0.2
0.4 0.6
0.8
1 0
0.2 0.4
0.6 0.8
1 0
0.2 0.4 0.6 0.8 1
X Y
Solution
0 0.2
0.4 0.6
0.8
1 0
0.2 0.4
0.6 0.8
1 0
0.2 0.4 0.6 0.8 1
X Y
Solution
Fig 2. A Realization (Solution) and Mean Solution
We have applied many interesting numerical methods to analyse special cases of SPDEs, for instance, the Wick product and the stochastic method of lines. This alternative approach of Wick product combines a finite element method with Wiener-Itô chaos expansions. Using an orthogonal basis gen- erated by direct products of Hermite polynomials with Gaussian random variables. Consequently, the stochastic variational problem is transformed into a sequence of deterministic variational problems to be solved for chaos coefficients in the Wiener-Itô expansion
Domain Decomposition Methods
In this research topic, we try to develop a class of Itô-Taylor schemes for solving SPDEs. We combine in general deterministic methods with the domain-decomposition algorithms by using a successive inter- polation of the interface solutions. The problems are locally solved on four and three non-overlapping subdomains with linear and nonlinear interfaces.
Iter. 200
0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1
0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1
Iter. 200
0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1
0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1
Fig 3 .Eye-cut Simulation and Colon-cut Simulation
Mathematics and Arts
Islamic design is based either on regularn-sided polygons or in composite designs placed in circular and symmetrical forms. These arrangements represented, in general, the so-called rosettes and positioned within regular as well as in semi-regular tessellations or the space-filling methods. The designs in Alhambra Palace in Granada, Spain and the traditional Moroccan Zalij are historical traces of circular Mandala designs in Islamic geometric patterns.
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
Fig 4. Composite Islamic Geometric Design and Spherical Islamic Geometric Design
These decorative ornaments are often built from multiple-sided polygons produced by artists and artisans. Usually, these polygonal figures are in the form of tiles and motifs. These types of oriental ornamental are constructed by placing centred designs on n-sided polygonal shapes surrounded by other circular IGP designs in Mandala form. In our case, the polygonal tiles are self-generated as closed sub-areas of the intersected edges. The present algorithm generates an infinity of combinations of designs.
Prof. Dr. Mostafa Zahri øQë P ù ®¢Ó .X .@
Contents
1 Personnel Data . . . . 1
2 Language skills . . . . 1
3 Academic experience . . . . 1
4 Speciality & Research interests . . . . 1
5 Awards and Nominations . . . . 2
6 Education . . . . 2
7 Theses . . . . 2
8 Teaching experience: Undergraduate & Graduate courses . . . . 2
9 Educational and Research Codes in C++ and Matlab . . . . 4
10 Contributions to the training of highly qualified personnel . . . . 4
11 Professional and Community services . . . . 4
12 Projects and Research Groups. . . . 5
13 Conference communications, presentations & Attendence. . . . 5
14 Consulting activities . . . . 6
15 Administration and comities memberships . . . . 6
16 Statement of teaching experience and philosophy . . . . 8
17 Publications: Books . . . . 9
18 Publications: Articles . . . . 10
19 Teaching philosophy . . . . 15
20 Statement of research experience and future outlines . . . . 16
