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Programme Aims
The Masters level programme in Financial Mathematics has three main aims to ensure that students have a knowledge of:
- statistical analysis tools sufficient to understand the probability distributions that are key observables;
- mathematical modelling techniques embracing classical stochastic and pragmatic models;
- computational skills necessary to implement pricing, hedging, trading and risk management tools.
Financial Mathematics Preparatory Course (FMPC)
MSc Financial Mathematics has introduced the new compulsory Financial Mathematics Preparatory Course (FMPC) beginning two weeks before the start of the official 果冻影院 academic year.
The FM-MSc preparatory course consists of an intensive introduction to measure theoretic probability theory and basic stochastic analysis in order to prepare students to apply these mathematical concepts in different financial contexts during later courses of the program. The course takes place from 10am to 5pm daily and consists of a mixture of lectures, self-study sessions and tutorials. If you would like to prepare for the course it is recommended that you revisit your lecture notes on any real analysis, measure theory and probability courses you may have taken during your undergraduate degree.
Programme Structure
The programme lasts for one calendar year formally starting in the first week of October. The programme is full time consisting of taught components which are usually examined in the Third Term (Monday 28 April 2025 - Friday 13 June 2025). The course is equivalent to 180 果冻影院 credits. The programme normally consists of 4 compulsory components (60 credits), 4 optional components (60 credits), plus an individual project (60 credits). Each taught component corresponds to approximately 30 hours of lectures.
Modules in Term 1 (Monday 23 September听2024听- Friday 13听December 2024) are compulsory and those in Term 2 (Monday 13 January 2025听- Friday 28听March 2025) are elective, with exams taking place in Term 3. Please see the 果冻影院 Calendar 2024-25听for more information.
Some components may include assessment by an element of coursework in addition to an examination. After the examinations, all students will then embark on an individual project with the submission early in September. The taught modules account for 2/3 of the final mark with the project making up 1/3.
If students are unable to, or do not wish to, complete the project element, they may register for the Postgraduate Diploma in Financial Mathematics which only covers the taught elements. They should see the Financial Mathematics MSc Programme Director to discuss this option.