The role of Global Finance in the world has never been more complex. Events have shown how critical it is to have an understanding of the theory and logic behind the practice of financial decision-making, risk management and market behaviour.
This course is about high-level mathematics applied to practical problems in finance and industry. The course combines the principles of maths, finance and computing to prepare you for a career in the Financial Services Industry.
The full power of a mathematical theory is only revealed when it is used to solve practical problems. For this reason, we believe that an integrated presentation of theory and its use in practice is the best approach.
During the course you will develop an in-depthknowledge of financial and industrial modelling, the fundamentals of financial risk management and the techniques of stochastic analysis.
In 2009, the School was awarded the only Stokes Chair in Financial Mathematics in the country and succeeded in attracting a leading academic from Boston University. Students will thus have the benefit of receiving tuition at the highest level.
The aims of the programme are:
•To open up advanced career opportunities for graduates of traditional mathematics courses
•To give specialists in other numerate disciplines (e.g. engineers, scientists or economists) the opportunity to deepen their understanding of mathematics and to master powerful modern mathematical techniques
To achieve these aims it is intended:
•To introduce relevant problems and to explain the context in which they arise.
•To formulate these problems in mathematical terms.
•To instruct students in modern mathematical methods powerful enough to deal with these problems.
•To develop the student's ability to solve problems, by reformulating the problem and adapting mathematical methods.
On completion of the programme, students will be competent:
•To recognise, through discussion with the in that field, the essential features of a given industrial process or economic situation.
•To assign variables and to formulate relationships in the form of mathematical equations.
•To solve equations by appropriate analytical, numerical or approximate methods.
•To interpret the mathematical solution in the idealised situation based on the essential features recognised above.
•To validate the model in the real situation.
•To make adjustments to the model in the event that it does not validate.
•To communicate the implications of the model and advise on its implementation.
This programme is the only one of its type in Ireland and one of the longest established in the field in Europe (1996).
The DCU School of Mathematical Sciences has a long-standing commitment to the field of financial mathematics and in 2009 was awarded the only Stokes Chair in Financial Mathematics in the country. The School is also home to the Edgeworth Centre for Financial Mathematics.
Under the terms of the Third Level Graduate Programme, graduates from a Non-EEA country who have been awarded a degree from a recognised third level education institution in Ireland may remain in Ireland for a period after their studies for the purpose of seeking employment.