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Mathematical Sciences MSc

Different course options

Full time | University of Liverpool | 12 months | 23-SEP-24

Study mode

Full time

Duration

12 months

Start date

23-SEP-24

Key information
DATA SOURCE : IDP Connect

Qualification type

MSc - Master of Science

Subject areas

Mathematics (General) Science

Course type

Taught

Course Summary

Course overview

This programme offers you the opportunity to specialise in a broad range of areas across pure and applied mathematics and theoretical physics.

Introduction

Mathematical Sciences at Liverpool provides a centre for world class research and teaching across many areas and at the leading edge of the subject. Our teaching was evaluated as ‘excellent’ by the Quality Assurance Agency in its most recent survey and awarded 23 points out of a possible 24.

We are proud of our record on teaching quality, with five members of the department having received the prestigious Sir Alastair Pilkington Award for Teaching. We care about each student and you will find the staff friendly and approachable. We provide high quality supervision, teaching and IT support and you will benefit from the friendly and supportive atmosphere in the department.

This programme is available to both full-and part-time students, and offers a very wide range of options.

Who is this course for?

The programme is suitable for mathematics graduates who are seeking the opportunity to specialise and develop in a broad range of areas across pure and applied mathematics and theoretical physics.

What you'll learn

Advanced mathematical methods

Algebraic geometry

Dynamical systems

Fundamental particle physics

Mathematical biology

Singularity theory

Solid mechanics

Stochastic analysis

String theory

Wave propagation and scattering.

Tuition fees

UK fees
Course fees for UK students

For this course (per year)

£12,400

International fees
Course fees for EU and international students

For this course (per year)

£26,400

Entry requirements

You will normally need a 2:1 honours degree or above, or equivalent. This degree should be in mathematics. We also encourage applications from those with degrees in subjects where mathematics is a major component, for example physics and engineering. In these circumstances, we may look for higher marks to offset the lower number of credits earned for mathematics modules. Each application will be assessed on its own merits.

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