MSc Financial Mathematics PT

The MSc in Financial Mathematics is designed for students with an undergraduate degree in Mathematics or related field, who wish to gain a competitive advantage in the financial sector by acquiring the strong mathematical and statistical background demanded by high-level quantitative roles.

The minimum entry requirement will be a 2:1 (or equivalent grade) BSc in Financial Mathematics, Mathematics, Applied and Computational Mathematics, or Statistics.

Should you have any queries regarding your eligibility, please contact us at info@advancecentre.ie

Upon completion of the programme the students will be able to:

1.Demonstrate a deep knowledge of quantitative methodologies needed for jobs in investment banks and financial institutions.

2. Apply financial mathematical theory and quantitative methodologies to real world situations.

3.Critique and understand the limitations of financial mathematical models, judging the suitability of financial mathematical models and understand industry practice.

4.Write and run computer programmes that analyse complicated financial systems and data sets.

5.Analyse the reliability of a financial data set.

6.Generate new knowledge through research.

7.Access library and online resources to develop and understand financial mathematical theory and models.

8.Continue to study in a manner that may be largely autonomous.

9.Train others in the use of financial mathematical models.

Learn from world renowned academic staff in Ireland’s leading, future focused and globally recognised colleges.

Gain an accredited NFQ qualification/micro credential that you may count towards a full award if you so wish in the future.

Previous modules may be used as recognition of prior learning towards Advance Centre degree programmes.

Equip yourself with the latest in demand skillset, tools, know-how and knowledge to succeed in your career.

Gain a competitive edge, influence growth and steer strategic goals in your organisation upon completion of your studies with the Advance Centre.

Detailed Course Information

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