Course description

Take your understanding of concepts, theories and applications in pure and applied mathematics to the graduate level. You can also include statistics, theoretical physics or mathematics education. You’ll cover various topics and develop an understanding of mathematical problems and approaches.

Practise with essential methods and tools, and increase your familiarity with mathematical software. Gain an appreciation of the role and construction of rigorous proof. And build your experience of communicating mathematical arguments and conclusions. A BSc (Honours) Mathematics degree can let you access professional training or entry-level positions in various career areas, such as data or actuarial science, teaching, and information services.

What will i learn?

• Elements of linear algebra, analysis and group theory, the concepts behind the methods of Newtonian mechanics, differential equations, vector calculus, linear algebra and numerical analysis, and being able to model real-world situations using these concepts.
• The basic elements of data analysis and statistical methods, and optionally more advanced topics in statistics
• A selection (depending on what you study at earlier stages of the qualification) of advanced topics including