الملف الأكاديمي

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Research Intersets
Qualifications
Publications
University Courses Taught
Conferences and Workshops
Prof. Mohammad F. Naser
PROFESSOR
Faculty of Engineering Technology
https://www.bau.edu.jo/user/@mohammad.naser
 Major: Mathematics
 Minor: Applied Mathematics
 mohammad.naser@bau.edu.jo
 0799205821

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Earned a PhD in Applied Mathematics in 2014 from the Polytechnic University of Catalonia. Currently, I am an full professor at Al-Balqa Applied university, specializing in applied mathematics. Authored many publications covering diverse topics such as stability theory, hysteresis systems and nonautonomous systems.

Research Intersets:
stability theory, hysteresis systems and time-varying systems

Qualifications
# Degree University Specialization Graduation year
1PHDPolytechnic University of CataloniaMathematics2014
2MASTER DEGREEUniversity of JordanMathematics2010
3BACHELOR'S DEGREEThe Hashemite UniversityMathematics2005

Publications
1- Stability analysis of the theta logistic model with variable parameters ,Ricerche di Matematica, 2024,Vol. 2024,no. 1.
2- Interpolation unitarily invariant norms inequalities for matrices with applications ,AIMS Mathematics, 2024,Vol. 9,no. 7.
3- Stability analysis of Abel's equation of the first kind ,AIMS Mathematics, 2023,Vol. 8,no. 12.
4- On the stability of a time-varying single-species harvesting model with Allee effect ,Mathematical Methods in the Applied Sciences, 2023,Vol. 46,no. 17.
5- The Rayleigh Lindley distribution: a new generalization of Rayleigh distribution with physical applications ,Investigacion Operacional, 2023,Vol. 44,no. 1.
6- Effectiveness of Radiation on Magneto-Combined Convective Boundary Layer Flow in Polar Nanofluid around a Spherical Shape ,Fractal and Fractional, 2022,Vol. 6 ,no. 383.
7- On the nonautonomous Belousov?Zhabotinsky (B?Z) reaction ,Rendiconti del Circolo Matematico di Palermo, 2022,Vol. 72,no. 1.
8- Behavior near time infinity of solutions of nonautonomous systems with unbounded perturbations ,IMA Journal of Mathematical Control and Information, 2021,Vol. 39,no. 1.
9- Numerical solutions of hybrid fuzzy differential equations in a hilbert space ,Applied Numerical Mathematics, 2020,Vol. 151 ,no. 1.
10- On the consistency of local fractional semilinear Duhem model ,International Journal of Dynamics and Control, 2020,Vol. 8,no. 1.
11- Degenerate Bogdanov-Takens Bifurcations in the Gray-Scott Model ,Nonlinear Dynamics and Systems Theory, 2019,Vol. 19,no. 2.
12- Persistence and global stability of a stage-structured food chain model with distributed maturation delay and harvesting , Communications in Mathematical Biology and Neuroscience, 2019,Vol. 2019,no. 9.
13- Stability of time-varying systems in the absence of strict Lyapunov functions ,IMA Journal of Mathematical Control and Information, 2019,Vol. 36,no. 2.
14- Estimation and Prediction for Flexible Weibull Distribution Based on Progressive Type II Censored Data ,Communications in Mathematics and Statistics, 2019,Vol. 8,no. 1.
15- On the stability of a class of slowly varying systems ,Journal of Inequalities and Applications, 2018,Vol. 2018,no. 338.
16- State convergence of a class of time-varying differential equations ,MA Journal of Mathematical Control and Information , 2018,Vol. 37,no. 1.
17- Characterization of a class of differential equations ,Journal of Computational Analysis and Applications, 2017,Vol. 22,no. 1.
18- Note on a half Hilbert-type integral and a quotient space of Boehmians ,Far East Journal of Mathematical Sciences (FJMS), 2017,Vol. 100,no. 12.
19- On the generalized Duhem model associated with Legendre polynomials ,Far East Journal of Mathematical Sciences (FJMS), 2017,Vol. 2017,no. 1.
20- Nonsmooth Lyapunov stability of differential equations ,Applied Mathematical Sciences, 2017,Vol. 11,no. 18.
21- On Sumudu transforms and their applications to some initial value problems ,Advances in Differential Equations and Control Processes, 2016,Vol. 17,no. 4.
22- On the stability of linear time-varying systems with convergent coefficients ,Advances in Differential Equations and Control Processes, 2016,Vol. 17,no. 2.
23- Hysteresis loop of the LuGre model ,Automatica, 2015,Vol. 59,no. 1.
24- Consistency of the Duhem model with hysteresis ,Mathematical Problems in Engineering, 2013,Vol. 2013,no. 1.

University Courses Taught
1- Probability and random processes.
2- ordinary differential equations.
3- partial differential equations.
4- mathematical engineering.
5- discrete mathematics.
6- numerical analysis.
7- intermediary analysis.
8- Calculus.
9- Geometry.
10- Linear algebra.

Conferences and Workshops
# Conference/Workshop Name Conference/Workshop Place Conference/Workshop Date
1Advances on LuGre Friction ModelFrance2013/10
25th IFAC International Workshop on Periodic Control SystemsFrance2013/07
3International Conference on Applied Analysis and Mathematical ModelingTurkey2013/06


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