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BSc Financial Mathematics (with Foundation Year)
About this course
Financial mathematics sits at the intersection of rigorous mathematical thinking and the quantitative tools used in financial markets, risk management, and economic analysis. The field applies techniques from probability, statistics, calculus, and linear algebra to problems of pricing financial instruments, modelling risk, understanding market behaviour, and making investment decisions under uncertainty. It is a subject that combines the intellectual demands of mathematics with the practical relevance of finance, and graduates with this combination of skills are among the most sought-after in the quantitative parts of the financial sector. At Nottingham Trent University, this four-year full-time programme begins with a foundation year that develops your mathematical skills and explores connections between mathematics and science, building the base from which the main degree grows. Across the programme you will study calculus, linear algebra, probability and statistics, numerical methods, financial modelling, and the quantitative techniques used in derivatives pricing, risk management, and portfolio theory. The foundation year approach ensures that students who do not yet have the required mathematics background can access the full degree and develop the skills needed to succeed in a demanding programme. Financial mathematics graduates work as quantitative analysts, risk managers, actuaries, derivatives traders, financial engineers, and data scientists in banks, investment management firms, insurance companies, and financial technology businesses. The combination of mathematical depth and financial application that the degree provides is highly valued in roles where modelling and analytical rigour determine outcomes. Many graduates also pursue postgraduate study in financial mathematics, mathematical finance, actuarial science, and statistics, and professional qualifications in actuarial science are a common route for those who wish to move into that specific profession.
Syllabus & Modules
Typical curriculumStudent Satisfaction
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