Dr. Mohamed O. El-Doma

Dr. Mohamed O. El-Doma

  • Personal Data
  • Education
  • Teaching & Research Experience
  • Other Experience
  • Contribution to Teaching
  • Reviewing
  • The African Mathematical Union (AMU)
  • Journals
  • Visiting Fellowships
  • Computer Training
  • Administration
  • Prizes
  • Research Grant
  • Donation of Books from ICTP
  • Conferences, Schools, Meetings and Workshops
  • Publications in International Refereed Journals
  • Books
  • Contributions to Conference Proceedings
  • Internal Reports
  • Research

Internal Reports

1. Stability results for a Size-structured model of Daphnia with two algae resources.

2. The Steady States and The Principle of Linearized Stability for a Size-Structured Model of Daphnia with two Algae Resources.

3. Well-Posedness of Size-Structured Model of Daphnia with two algae Resource.

4. Well-posedness of a model for competition between several size-structured populations.

5. Well-posedness of model for competition between two size-structured populations.

6. Global stability results for an SIR age-structured epidemic model with vertical transmission.

7. A nonlinear age-structured population model with disease in the prey.

8. SIR epidemic models and uniqueness of endemic equilibriums.

9. Stability results for a multi-group SI age-structured epidemic model.

10. Existence, uniqueness, stability and bifurcation results for an integral equation describing population dynamics.

11. A new Stability Result for A Size-Structured Population Dynamics Mode of Daphnia.

12. The Steady States and the Principle of Linearized Stability for a Size Structured Model of Daphnia with Two Di fferent Algae Resources.
13. An Introduction to Size-Structured Population Models of Daphnia with several algae resources.

14. Size-structured population Models of Daphnia Species with Several Resources.

15. Stability results for a system of Size-structured models of several Daphnia species Competing for several resources.

16. The Steady States and The Principle of Linearized Stability for a System of Size-Structured Models of Several Daphnia Species Competing for several Resources.

17. Constant Populations of Daphnia species.

18. Stability Analysis of a Simple Size-Structured Population Dynamics Model of Daphnia.