- Degree: Master
- Campus: Debbieh
- Faculty: Science
- Department: Mathematics and Computer Science
Program Description
To obtain the Master degree in Mathematics, the student has to successfully complete a total of 36 credit hours including 30 credit hours of course work with a CGPA of no less than 2.33 and successfully defend the thesis (6 credit hours) in no less than two years.
Chairperson: Prof. Mohammad N. Abdulrahim
Professors: Prof. Ali El-Zaart
Associate Professors: Dr. Imad Al Ashmawy, Dr. Toufic El Arwadi, Dr. Noura Yassin, Dr. Abdullah al-Chakik
Assistant Professors: Dr. Ahmed Sherif, Dr. Wassim El-Hajj Chehade, Dr. Maher Jneid, Dr. May Itani, Dr. Lama Affara
The program strives to enable students to:
- Have a solid foundation and understanding of mathematics;
- Communicate effectively through oral presentations and publications;
- Contribute through the development of mathematics research;
- Pursue academic positions either in universities or in secondary schools where they become leaders in their area of specialty;
- Seek various upright career options in nonacademic sectors that need advanced background of mathematics.
Knowledge and understanding of:
K1-Knowledge of basic theorems and concepts in the different areas of mathematics.
K2-knowledge of the implementation of theories in problem solving.
K3-knowledge of different areas of research in mathematics.
Intellectual abilities:
I1-ability to understand the different math concepts and be able to implement them in our everyday problems.
I2-ability to consider problems that could be solved by implementing concepts from different areas in mathematics .
I3-ability to identify, formulate, and solve problems .
Professional and Practical competencies:
P1-efficient use of computers, laboratories and soft wares to handle problems that are difficult to be solved manually.
P2-understanding of professional and ethical responsibilities
P3-effectient use of the techniques, skills, and tools of modern mathematics
General and Transferable Skills:
S1-functioning in multi-disciplinary teams
S2-communicate ideas effectively in graphical, oral, and written media
S3-recognize and respond to the need for lifelong and self learning for a successful career
Master Degree
To obtain the Master Degree in Mathematics, The student has to successfully complete a total of 36 credit hours including 30 credit hours of course work with a CGPA of no less than 2.33 and successfully defend the thesis (6 credit hours) in no less than two years.
- Senior positions in finance, actuarial work, banking, and management.
- Operation Research
- Academic positions in schools and/or universities
- Contribution to Mathematics by doing research in various fields
| Program Requirements | Credits |
| Core Courses | 18 |
| Elective Courses | 12 |
| Thesis | 6 |
| Total | 36 |
The program utilizes a number of well-equipped laboratories for practical work and research. The Laboratories serving the program are:
- 3 Undergraduate Computer Labs
- 1 Research Computer Lab
Study Plan:
| Course Code | Course Title | Credits | Hours Distribution | Course Type |
|---|---|---|---|---|
| First Semester | ||||
| GREM600 | General Research Methodology | 3 | (3 Cr.:3 Lec) | FC |
| MATH653 | Measure and Integration | 3 | (3Crs.: 3Lec.) | MC |
| MATH656 | Modules and Rings | 3 | (3Crs.: 3Lec.) | MC |
| ------- | Elective (Dept) | 6 | (6crs.) | DE |
| Second Semester | ||||
| MATH654 | Advanced Analysis and Applications | 3 | (3Crs.: 3Lec.) | MC |
| MATH658 | Algebraic Topology | 3 | (3Crs.: 3Lec.) | MC |
| MATH682 | Research Techniques | 3 | (3Crs.: 3Lec) | FC |
| ------- | Elective (Dept) | 6 | (6crs.) | DE |
| Third Semester | ||||
| MATH690 | Thesis | 6 | (6Crs.) | MC |
| Fourth Semester | ||||
| MATH690 | Thesis (continued) | 0 | (0 Crs.) | MC |
Departmental Elective (DE)
| Course Code | Course Title | Credits | Hours Distribution | Course Type |
|---|---|---|---|---|
| MATH655 | Galois Theory | 3 | (3Crs.: 3Lec.) | DE |
| MATH657 | Advanced Topics in Abstract Algebra | 3 | (3Crs.: 3Lec.) | DE |
| MATH659 | Advanced Number Theory | 3 | (3Crs.: 3Lec.) | DE |
| MATH660 | Complex Analysis | 3 | (3Crs.: 3Lec.) | DE |
| MATH661 | Boundary Value Problems | 3 | (3Crs.: 3Lec.) | DE |
| MATH662 | Advanced Probability and Statistics | 3 | (3Crs.: 3Lec.) | DE |
| MATH663 | Differential Manifolds | 3 | (3Crs.:3Lec) | DE |
| MATH666 | Optimization Theory | 3 | (3Crs.: 3Lec.) | DE |
| MATH667 | Advanced Numerical Analysis | 3 | (3Crs.: 3Lec.) | DE |
| MATH668 | Distributions Theory | 3 | (3Crs.: 3Lec.) | DE |
| MATH669 | Finite Element Method | 3 | (3Crs.: 3Lec.) | DE |
| MATH670 | Topics in Dynamics | 3 | (3Crs.: 3Lec.) | DE |
| MATH671 | Advanced Topics in Mathematics | 3 | (3Crs.: 3Lec.) | DE |
| MATH672 | Research Seminar | 3 | (3Crs.: 3Lec.) | DE |