Fatima Alzahra Aqel
- Nature of Work
- Academic
- Profession
- Assistant Professor
- Email Address
- [email protected]
- Office Phone
- (+970) 9 2345113 Ext. 2244
Fatima Alzahra Aqel
- Nature of Work
- Academic
- Profession
- Assistant Professor
- Email Address
- [email protected]
- Office Phone
- (+970) 9 2345113 Ext. 2244
Profiles
Biography
Education
- Institution
- university of L'Aquila
- Country
- Italy
- Degree
- PhD
- Faculty
- Department of Engineering and Information Sciences and Mathematics
- Department
- Department of Engineering and Information Sciences and Mathematics
- Thesis
- Decay in W^1,∞ for the 1D semilinear damped wave equation on a bounded domain (https://hal.archives-ouvertes.fr/tel-02910377/)
- Speciality
- Sub speciality
- Duration
- 2016 - 2020
- Institution
- University of L'Aquila
- Country
- Italy
- Degree
- MSc
- Faculty
- Department of Engineering and Information Sciences and Mathematics
- Department
- Department of Engineering and Information Sciences and Mathematics
- Thesis
- Wave Equation with Damping in 1D: Decaying Properties
- Speciality
- Sub speciality
- Duration
- 2014 - 2016
- Institution
- An-Najah National university
- Country
- Palestine
- Degree
- BSc
- Faculty
- faculty of science
- Department
- Department of mathematics
- Thesis
- ---
- Speciality
- Sub speciality
- Duration
- 2010 - 2013
Employment History
- Country
- Palestine
- Institution
- An-Najah National University
- Position/Job Description
- Faculty member- Teaching
- Period
- Sept. 1, 2020 - Until Now
- Country
- Palestine
- Institution
- An-Najah National University
- Position/Job Description
- Faculty member- Teaching
- Period
- Aug. 8, 2016 - Nov. 1, 2016
Publications
- On the decay in W1,∞ for the 1D semilinear damped wave equation on a bounded domain Original research 2021-11-01 Fatima Alzahra Aqel, Debora Amadori
- Decay of approximate solutions for the damped semilinear wave equation on a bounded 1d domain Original research 2019-05-01 Debora Amadori, Edda Dal Santo, Fatima Alzahra Aqel
- Decay properties of a nonlinear damped semilinear wave equation on a 1-d bounded domain Conference Paper 2018-06-25 Debora Amadori, Fatima Alzahra Aqel, Edda Dal Santo