Founded in 2000, the Faculty of Sciences consists of four departments: Mathematics, Computer Science, Science and Technology, and Chemistry and Life and Earth Sciences.
In addition to the necessary explicit knowledge of applied and fundamental sciences (mathematics, statistics, physics, computer sciences, chemistry, biochemistry and life and earth sciences), the students will be shaped to develop their adaptation capabilities and to prepare them for a rapid entry into the professional setting.
Concerning research, the Faculty of Sciences conducts fundamental and applied studies contributing to the advancement of science and the improvement of our environment. Innovation seeking, it is committed to transdisciplinary research themes which are jointly moving towards sustainable development at national level and an international partnership approach that promotes the transfer of knowledge and technology.
At the center of wide international relations covering the five continents, the Faculty plays a major role in educating researchers, teachers, entrepreneurs and administrators.
Thereby, the main mission at the Faculty of Sciences is to prepare students to face different situations that our society may present on the national and international levels in both private and public sectors.
The Faculty of Sciences consists of the following departments/programs:
Chemistry and Biochemistry Department
- Bachelor of Science in Biochemistry
- Master of Science in Biochemistry
- Bachelor of Science in Chemistry
- Master of Science in Chemistry
- Master of Science in Environmental Technologies
Life and Earth Sciences Department
- Bachelor of Science in Biology
- Master of Science in Biology
- Master of Science in Neuroscience and Biotechnology
Computer Science Department
- Bachelor of Science in Computer Science
- Bachelor of Science in Information Technology
- Master of Science in Computer Science
Mathematics Department
- Bachelor of Science in Actuarial and Financial Mathematics
- Master of Science in Mathematics
- Master of Science in Actuarial and Financial Mathematics