Financial Mathematics
University of NottinghamNottingham, United Kingdom
Fee for international students
- Intakes
- September
- Duration
- Not published
Programme facts
- Level
- Bachelor's
- Duration
- Not published
- Language of teaching
- English
- Study mode
- full time
- Credits
- Not published
- Intakes
- September
About this programme
Mathematics powers the modern financial world. From stock markets and investment strategies to insurance and risk management, high-level quantitative thinking sits at the heart of these major financial decisions. If you enjoy mathematical challenges and want to apply them directly to real financial systems, our BSc Financial Mathematics course is for you. This accredited degree, delivered jointly with Nottingham University Business School, gives you the best of both worlds. Around 75% of the course focuses on mathematics, while the remainder introduces you to key financial principles. You will graduate with deep mathematical expertise alongside a clear understanding of how financial markets and institutions operate. As you would expect, there is an emphasis on mathematical concepts – but with a practical application, too. We believe in collaboration and that’s why our students, industry professionals and alumni joined forces with our dedicated staff to design degrees suitable for the real world. Our co-created curriculum is redefining studying maths. Mathematics powers the modern financial world. From stock markets and investment strategies to insurance and risk management, high-level quantitative thinking sits at the heart of these major financial decisions. If you enjoy mathematical challenges and want to apply them directly to real financial systems, our BSc Financial Mathematics course is for you. This accredited degree, delivered jointly with Nottingham University Business School, gives you the best of both worlds. Around 75% of the course focuses on mathematics, w
Entry requirements
Typical for this university, not this programme's own requirement.
- IELTS6.5 overall
- Minimum prior level
- upper secondary
Source: University course page
Check if you qualifyData: Discover Uni (HESA and Jisc).
