Science in pure Mathematics

Program Mission

Providing high quality education and scientific research in the fields of pure mathematics in order to prepare highly-qualified calibers who are able to fulfil community needs and sustainable development requirements .d training facilities to a high standard.

Program Goals

1. Provide students with advanced mathematical knowledge and skills that prepare them to pursue further studies

2. Develop the student's ability to understand, formulate, and deduce of mathematical proofs and written it properly.

3. Provide students the basics of teamwork, self-development, work ethic, and personal and social responsibility.

4. Providing students with research capabilities for effective participation
   in specialized scientific projects and workshops.

1. On successful completion of the program, students are able to state advanced mathematical concepts in various branches of mathematics, especially of pure mathematics (algebra, real analysis, complex analysis, topology, differential equations, computational mathematics, etc) domains.

2. On successful completion of the program, students are able to write logical arguments to prove mathematical concepts.

3. On successful completion of the program, students are able to outline advanced mathematical proofs in a logical scientific manner and to perform abstract mathematical reasoning.

4. On successful completion of the program, students are able to recognize the importance and value of mathematical thinking, training, and approach to problem solving, on a diverse variety of disciplines using techniques from different areas and in-depth knowledge about topics choosen from Pure Mathematics offered through the department and proceed towards mathematically and numerically literate.

5. On successful completion of the program, students are able to justify mathematical arguments and proofs and formulating them in a logical scientific way using abstraction, generalization and prediction tests.

6. On successful completion of the program, students are able to apply mathematical knowledge to a practical career related to mathematical sciences or in post-master studies.

7. On successful completion of the program, students are able to create and explain a variety of examples for physical phenomena to connect between theory and applications by identifying feasible problems into simpler sub-problem.

8. On successful completion of the program, students are able to analyze the importance of mathematics and its techniques to solve real life problems and provide the limitations of such techniques and the validity of the results.

9. On successful completion of the program, students are able to work as a cooperative team in order to facilitate finding constructive solutions for life problems..

10. On successful completion of the program, students are able to to produce and use forms of presentation appropriate for differing mathematics contexts and audiences.

11. On successful completion of the program, students are able to use the information technology resources and analysis tools as applied to moral and professional issues.

12. On successful completion of the program, students are able to illustrate and manipulate issues requiring attention and in addressing them appropriately on an individual or on a team basis.

13. On successful completion of the program, students are able to demonstrate logical arguments both orally and in writing to a range of audience.