The Master of Science in Mathematics program provides advanced academic training in mathematical sciences. Students study theoretical ideas to solve mathematical problems, outline models for real situations, and apply creative thinking in proofs. They also use computer algebra systems for solving mathematical and statistical problems. The program is delivered in-class with a regular education type and comprises core courses in differential equations, abstract algebra, computing mathematics, real analysis, research methodology, and electives. A thesis is completed during the second year. The program prepares students for scientific research roles and supports qualifications for further academic study or employment in mathematics-related fields.
Modules
- DIFFERENTIAL EQUATIONS
- ABSTRACT ALGEBRA
- ELECTIVE COURSE 1
- COMPUTING MATHEMATICS
- Research methodology
- REAL ANALYSIS
- ELECTIVE COURSE 2
- ELECTIVE COURSE 3
- ELECTIVE COURSE 4
- Thesis