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MSc Mathematics

  • DeadlineStudy Details:

    1 year (full-time), 2-3 years (part-time)

Course Description

This modular programme has been designed to allow students with as wide a range of previous experiences as possible to embark upon postgraduate study in Mathematics.

Our modular programme can offer different combinations of modules to different students, and we welcome students who would like to try one or two modules to build up confidence before embarking on the whole programme. 

We welcome students in employment who wish to study part time, those who are preparing to return to employment, and those who have recently graduated. Some modules are ideal for adoption by companies within a staff development programme.

Employers are welcome to make contact with the Department of Mathematics to negotiate the design of particular modules to meet their needs.

Why study Mathematics at Chester?

We recognise that many graduates have studied Mathematics; some as a Single Honours subject, but others within a BA or BSc Combined Honours degree. Alternatively, students of physics, chemistry or engineering study significant areas of mathematics, as do some students of psychology, economics and other degrees.

This modular programme is designed to cater for the needs of all these graduates, and to provide a route suited to their own professional education and training needs. Many combined subjects or joint honours graduates (including University of Chester graduates) find this MSc programme ideally suited to their needs.

Features:

  • The focus of the programme is on Computational Applied Mathematics, a specialism in demand by employers.
  • Students can test their confidence through studying individual modules before determining a longer term plan.
  • Part-time students have ownership of their rate of progress through the modules (subject to the maximum time allowed to complete the qualification).
  • Lecturers are all active in their field and regularly working with other UK and international universities, so that teaching is informed by cutting-edge research.
  • The University’s new Thornton Science Park, where the course is delivered, offers our students the unique opportunity to study in excellent facilities which are alongside on-site science and technology employers.
  • The other academic disciplines on the site (Computer Science, Natural Sciences and Engineering) give students an excellent opportunity to experience the multidisciplinary nature of the Mathematics Department’s research.
  • Regular Faculty Seminars offer students the opportunity to engage with other scientists and researchers.

In the 2014 Research Assessment Exercise, research within our Department was rated by the reviewers as world-leading and internationally excellent.

Areas of research within the Department include numerical analysis, the construction and analysis of mathematical models of biological and ecological systems (including processes such as human bone growth, tumour growth and multispecies population modelling) and the development of theoretical results for group algebras (which have important applications to coding and information security).

Entry Requirements

Applicants would normally be expected to hold a Mathematics-related first degree (minimum of 2:2 honours). Applicants may be interviewed prior to acceptance on the course to ensure that they have the necessary mathematical background.

Find out more

Fees

https://www1.chester.ac.uk/study/postgraduate/postgraduate-finance/current-postgraduate-fees

Student Destinations

Typical career destinations for Chester’s Mathematics graduates include:

• Accountancy
• Actuarial work
• Commerce and industry
• Management and Administration
• Financial Services
• Research
Further Study:
The Department of Mathematics regularly has part-time and full-time PhD students working towards research degrees. Students who have successfully completed the MSc programme, and others interested in embarking on a programme of research, are encouraged to contact the programme leader to discuss topics and possible sources of funding.

Module Details

 

Programme Structure:

The Department can offer a wide choice of modules, although only a limited number are on offer at any given time. Students choose modules from among those currently available through lecture courses, and those which involve tutorially-supported independent study and/or project work.

The focus of the research work within the department is on numerical analysis, group algebras, computational mathematics and the novel application of computer software tools to the solution of mathematical problems, especially those relating to mathematical biology. We anticipate that research projects leading to the award of MSc Mathematics will normally fall within these areas.

While some modules focus on developing further mathematical theory, others focus on industrial and commercial applications.

The main advantage of this programme structure is that students may enrol on the programme first, and commit to the final award when they are ready to do so. Many students test their confidence through studying individual modules before determining a longer-term plan.

 

Modules:

The modules intended to run in 2015-2016 are:

  • Mathematical Modelling
  • Research Methods and ICT for Mathematics
  • Numerical Linear Algebra
  • Integral Equations
  • Numerical Methods: Convergence and Stability Theory
  • Differential Equations and Applications
  • Partial Differential Equations

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