Mathematics MSc
Master
In Guildford
Description
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Type
Master
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Location
Guildford
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Duration
1 Year
Our MSc course reflects and benefits from the strong research activities of our Department of Mathematics.
The taught modules and dissertation topics are closely aligned with the interests of the Department’s four research groups: Mathematics of Life and Social Sciences; Dynamical Systems and Partial Differential Equations; Fields, Strings and Geometry; and Fluids, Meteorology and Symmetry.
During the first two semesters, you will select a range of taught modules from an exciting, comprehensive list, followed by an extended research project conducted over the summer under the supervision of a member of the Department, culminating in the writing of a dissertation.
KEY INFORMATION
Facilities
Location
Start date
Start date
About this course
The influence of mathematics can be felt in almost every aspect of modern life, including finance, medical sciences, digital communications and even in weather forecasting.
From geometry, analysis, partial differential equations and mathematical physics to fluid dynamics, meteorology and modelling in life sciences, our MSc in Mathematics offers you an extraordinary range of research opportunities that lie at the heart of tackling the most crucial scientific questions of our age.
A minimum of a 2:1 in a relevant UK honours degree, or a recognised equivalent international qualification.
Reviews
Subjects
- Mathematics
- GCSE Mathematics
- GCSE Physics
- Techniques
- Equations
- Biology
- Biology Science
- Physiology
- Quantum Mechanics
- GEOMETRIC MECHANICS
Course programme
Module title
- ADVANCED ALGEBRA
- ADVANCED TECHNIQUES IN MATHEMATICS
- FUNCTIONAL ANALYSIS AND PARTIAL DIFFERENTIAL EQUATIONS
- GENERAL TOPOLOGY
- LIE ALGEBRAS
- MATHEMATICAL BIOLOGY AND PHYSIOLOGY
- MATHEMATICAL FLUID MECHANICS
- MATRIX ANALYSIS
- NONLINEAR WAVE EQUATIONS
- QUANTUM MECHANICS
- CALCULUS OF VARIATIONS
- DISSERTATION
- GEOMETRIC MECHANICS
- GRAPHS AND NETWORKS
- MATHEMATICAL ECOLOGY AND EPIDEMIOLOGY
- NONCOMMUTATIVE ALGEBRA
- NONLINEAR PATTERNS
- NUMERICAL SOLUTION OF PDES
- RELATIVISTIC QUANTUM MECHANICS
- REPRESENTATION THEORY
- RIEMANNIAN GEOMETRY
- Except for the dissertation, all modules are optional, subject only to the requirements noted above (e.g., for the MSc, a minimum of 150 credits must be at Level 7).
- Due to limitations on the availability of academics, not every module is offered every year. In a typical academic year, approximately 8 Level 6 modules and 13 Level 7 modules will be offered in addition to the dissertation.
Additional information
Mathematics MSc