23Nov
UndergraduateCity, University of London has participated in the Teaching Excellence Framework. These ratings were awarded in 2023, for four years.
Open days
Course summary
This course is for students who want a solid grounding in Mathematics alongside expertise in finance and actuarial science. This in-demand combination of professional skills opens up a huge choice of future career options. In particular, our graduates go on to work for international names in business and finance.
- You will be trained in advanced mathematical techniques, economic theory – both micro and macro – and a wide range of finance topics.
- Become a graduate in demand – our students are highly sought after in financial sector, particularly risk assessment, insurance and statistical finance
- Master a wide range of mathematical topics and techniques, including computing and computational mathematics, statistics and probability – and how to apply them to real-world problems
- Develop in-demand expertise in finance and actuarial science, such as financial and investment mathematics and financial reporting
- Boost your employability with an optional paid one-year work placement – past students have secured placements at organisations such as Axa, Barclays, Bloomberg, Disney, GE Capital, IBM, J.P. Morgan, Microsoft and Toyota.
- Learn from a multidisciplinary team combining expertise from our Department of Mathematics and Department of Economics, with finance modules taught principally by City’s experts at Bayes Business School.
Modules
This three-year BSc Mathematics and Finance degree provides an advanced understanding of mathematics and its application to the world of finance. Year 1 -Functions, Vectors and Calculus (30 credits) -Algebra (15 credits) -Introduction to Microeconomics (15 credits) -Introduction to Macroeconomics (15 credits) -Linear Algebra (15 credits) -Introduction to Probability and Statistics (15 credits) -Financial and Investment Mathematics A (15 credits) -Skills, Careers and Employability Analysis for Mathematics students (5 credits) Year 2 -Programming and Data Science for Professions (15 credits) -Real and Complex Analysis (30 credits) -Vector Calculus (15 credits) -Fundamentals of Finance (15 credits) -Financial Reporting (15 credits) -Financial and Investment Mathematics B (15 credits) -Professional Development and Employability (5 credits) -Sequences and Series (15 credits) -Applied Mathematics (15 credits) -Numerical Mathematics (15 credits) -Applications of Probability and Statistics (15 credits) Year 3 -Differential Equations (30 credits) -Group Project (15 credits) -Advanced Complex Analysis (15 credits) -Game Theory (15 credits) -Stochastic Models (15 credits) -Operational Research (15 credits) -General Insurance (15 credits) -Corporate Finance (15 credits) -Introduction to Financial Derivatives (15 credits) -Corporate Risk Management (15 credits) -Discrete Mathematics (15 credits) -Dynamical Systems (15 credits) -Introduction to the Mathematics of Fluids (15 credits) -Introduction to Mathematical Physics (15 credits) -Mathematical Processes for Finance (15 credits) -Groups and Symmetry (15 credits) -Mathematical Biology (15 credits) -Probability 2 (15 credits)
Assessment method
Assessment is based on examination and coursework. Marks are weighted in a 1:3:6 ratio for the three years of study to produce an overall aggregate. Types of assessment Set exercises or coursework, which you take home and complete with the aid of your notes. Formal unseen written examinations every year. Class or online tests. Group assessments, such as written reports, also form the basis of assessment for some modules. In the third year of your degree, a core module consists of a group project. The group is assessed by a group written report and an individual presentation on the project. Also, a small number of modules require students to give presentations. Feedback on assessment You will normally be provided with feedback within three weeks of the submission deadline or assessment date. This would normally include a provisional grade or mark. For end-of-module examinations or an equivalent significant task (e.g. an end of module project), feedback will normally be provided within four weeks. The timescale for feedback on final-year projects or dissertations may be longer.
Professional bodies
Professionally accredited courses provide industry-wide recognition of the quality of your qualification.
- Actuaries, Institute and Faculty of
How to apply
29Jan
This is the deadline for applications to be completed and sent for this course. If the university or college still has places available you can apply after this date, but your application is not guaranteed to be considered.
Application codes
- Course code:
- GN13
- Institution code:
- C60
- Campus name:
- Main Site
- Campus code:
- -
Points of entry
The following entry points are available for this course:
- Year 1
Entry requirements
Qualification requirements
UCAS Tariff - 136 points
A level - AAB
Access to HE Diploma
Pearson BTEC Level 3 National Diploma (first teaching from September 2016) - DD
International Baccalaureate Diploma Programme - 33 points
GCSE/National 4/National 5
Extended Project Qualification (EPQ): We welcome applications that include the EPQ and this may be taken into account in our offer. Mixed qualifications: Please email us to check your combination and to find out what requirements we would have for your specific combination of qualifications.
Student Outcomes
Operated by the Office for Students
There is no data available for this course. For further information visit the Discover Uni website.
Fees and funding
Tuition fees
| England | £9250 | Year 1 |
| Northern Ireland | £9250 | Year 1 |
| Scotland | £9250 | Year 1 |
| Wales | £9250 | Year 1 |
| EU | £22250 | Year 1 |
| International | £22250 | Year 1 |
Tuition fee status depends on a number of criteria and varies according to where in the UK you will study. For further guidance on the criteria for home or overseas tuition fees, please refer to the UKCISA website .
Additional fee information
No additional fees or cost information has been supplied for this course, please contact the provider directly.
Provider information
City, University of London
Northampton Square
City of London
EC1V 0HB