|Application deadline:||August 31|
|Tuition fee:|| |
|Start date:||September 2015|
|Credits (ECTS):||60 ECTS|
|Duration full-time:||12 months|
|Delivery mode:||On Campus|
|Educational variant:||Part-time, Full-time|
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For students with an undergraduate degree or equivalent who wish to have the experience of one year in a leading UK Mathematics Department, or who may not be immediately eligible for entry to a higher degree in the UK and who wish to upgrade their degree. If you successfully complete this programme with a Merit or Distinction we may consider you for the MSc programme.
Key benefits * An intensive programme preparing students for further study at MSc and PhD level and for work in the non-academic sector.
* A flexible programme allowing students to plan an individual programme.
* A transitional programme providing students with an excellent opportunity to upgrade their degree in Mathematics.
The courses available, which change slightly from year to year, include: * Elementary Number Theory
* Partial Differential Equations & Complex Variables
* Linear Algebra
* Geometry of Surfaces
* Real Analysis II
* Complex Analysis
* Galois Theory
* Special Relativity & Electromagnetism
* Introductory Quantum Theory
* Space-time Geometry & General Relativity
* Mathematical Finance I: Discrete Time
* Mathematical Finance II: Continuous Time
* Rings & Modules
* Representation Theory of Finite Groups
* Control Theory
* Fourier Analysis
* Applied Analytic Methods
* Project (mathematical topic).
A first degree or its equivalent with mathematics as a major subject.
| CAE score: (read more) |
Cambridge English: Advanced (CAE) is part of the Cambridge English suite and is targeted at a high level (IELTS 6.5-8.0). It is an international English language exam set at the right level for academic and professional success. Developed by Cambridge English Language Assessment - part of the University of Cambridge - it helps you stand out from the crowd as a high achiever.
|200 (Grade A)|
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