Mathematics (4 years)
Durham University
UCAS Code: G103 | Master of Mathematics - MMath
Entry requirements
A level
General information on subjects/grades required for entry: A*A* in Maths and Further Maths at A Level plus A in a third subject; OR A*A in Maths and Further Maths at A Level (either way) plus A in a third subject plus suitable performance on the University’s Admission Test (TMUA); OR A* in Maths at A Level, A in AS Level Further Maths and AA in two further subjects plus suitable performance on the University’s Admission Test (TMUA); OR A*A at A Level in Maths and Further Maths (either way) plus A in a third subject plus 1 in any STEP. Please see our website for further information regarding the University's Admission Test. Specific subjects excluded for entry: General Studies and Critical Thinking.
Please contact the Mathematics department to discuss.
Cambridge International Pre-U Certificate - Principal
General information on subjects/grades required for entry: D2, D2 in Maths and Further Maths and D3 in a third subject; OR D2, D3 in Maths and Further Maths (either way) plus D3 in a third subject plus suitable performance on the University’s Admission Test (TMUA). Please see our website for further information regarding the University's Admission Test.
International Baccalaureate Diploma Programme
38 points overall including Higher Level 7, 7, 6 (to include a 7 in Maths); OR 38 points overall including Higher Level 7, 6, 6 (to include a 7 in Maths) plus suitable performance on the University’s Admission Test (TMUA). Please note, a 7 in Higher Level Maths Analysis & Approaches is accepted for this course. Higher Level Maths Applications & Interpretation is not accepted. Please see our website for further information regarding the University's Admission Test.
Leaving Certificate - Higher Level (Ireland) (first awarded in 2017)
To include Mathematics at H1. Please see our website for further information regarding the University's Admission Test.
OCR Cambridge Technical Extended Diploma
D*DD + A*A in A Level Maths and Further Maths in any order OR DDD + A*A* in A Level Maths and Further Maths OR D*DD + A*A in A Level Maths and Further Maths in any order PLUS suitable performance on the University’s Admission Test (TMUA).
Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016)
Plus subject specific A Levels (or equivalent) where required.
Scottish Advanced Higher
To include Mathematics. Please see our website for further information regarding the University's Admission Test.
Departments will normally make offers based on Advanced Highers. In the absence of 3 Advanced Highers, where these are not offered by the applicant’s school, offers comprising of Advanced Highers and Highers or a number of Highers may be made on a case by case basis.
UCAS Tariff
We've calculated how many Ucas points you'll need for this course.
About this course
The MMath is a four-year degree in Mathematics. It offers a good basis for a wide range of employment, including a career as a professional mathematician or statistician in industry or if you wish to go on to do research in the higher education sector. You will spend one-third of your final year on project work, and consequently be able to study in depth a topic in which you are particularly interested.
Specific module availability may change slightly but currently, the structure is as follows.
**Year 1**
The first year consists of 100 compulsory Mathematics credits:
- Analysis (20)
- Linear Algebra (20)
- Calculus (20)
- Programming (10)
- Dynamics (10)
- Probability (10)
- Statistics (10)
Together with a further 20 credits which can be chosen from:
- Discrete Mathematics (20)
- Any other available Sciences, Arts and Social Sciences modules (subject to prerequisites and timetabling)
In the Mathematics modules, topics that may be familiar from A level (or equivalent) are expanded and developed to help you adjust to university life, provide a sound foundation for your Mathematics degree and enable you to make informed choices when picking modules from second year onwards.
**Year 2**
In the second year, you will choose six Maths modules.
You will take two compulsory modules:
- Complex Analysis
- Analysis in Many Variables
Together with modules from a range which includes:
- Numerical Analysis
- Statistical Concepts
- Mathematical Physics
- Algebra
- A combination of two shorter courses on a wide range of mathematical topics – Elementary Number Theory, Probability, Mathematical Modelling, Geometric Topology, Monte Carlo, Actuarial Mathematics, and Special Relativity and Electromagnetism.
At this stage, you can begin to specialise in areas of pure mathematics, applied mathematics, statistics and probability although you can also maintain a wide range of options for the third year.
**Year 3**
In the third year you choose six from a wide choice of around 20 modules covering a variety of topics in areas such as algebra, geometry, topology, applied mathematics, mathematical physics, statistics and probability, together with options including Mathematical Finance, Mathematical Biology and Mathematics Teaching. Many of these topics are closely linked to and informed by current research.
**Year 4**
In the fourth year, you take a double module project, giving you the opportunity to investigate a mathematical topic of interest. You will produce a written report and poster and give a short presentation. This develops your research and communication skills which are very important for future employment or postgraduate studies. You also choose four taught modules from a wide variety of topics as in Year 3. Some but not all of these modules follow on from options in Year 3, allowing you to both advance and broaden your mathematical expertise approaching research level.
**Placement Year**
You may be able to take a work placement. Find out more: https://www.dur.ac.uk/study/ug/studyoptions/
Modules
Specific module availability may change slightly but currently, the structure is as follows.
**Year 1**
The first year consists of 100 compulsory Mathematics credits:
Analysis (20)
Linear Algebra (20)
Calculus (20)
Programming (10)
Dynamics (10)
Probability (10)
Statistics (10)
Together with a further 20 credits which can be chosen from:
Discrete Mathematics (20)
Any other available Sciences, Arts and Social Sciences modules (subject to prerequisites and timetabling).
In the Mathematics modules, topics that may be familiar from A level (or equivalent) are expanded and developed to help you adjust to university life, provide a sound foundation for your Mathematics degree and enable you to make informed choices when picking modules from second year onwards.
**Year 2**
In the second year, you will choose six Maths modules.
You will take two compulsory modules:
Complex Analysis
Analysis in Many Variables.
Together with modules from a range which includes:
Numerical Analysis
Statistical Concepts
Mathematical Physics
Algebra
A combination of two shorter courses on a wide range of mathematical topics – Elementary Number Theory, Probability, Mathematical Modelling, Geometric Topology, Monte Carlo, Actuarial Mathematics, and Special Relativity and Electromagnetism.
At this stage, you can begin to specialise in areas of pure mathematics, applied mathematics, statistics and probability although you can also maintain a wide range of options for the third year.
**Year 3**
In the third year you choose six from a wide choice of around 20 modules covering a variety of topics in areas such as algebra, geometry, topology, applied mathematics, mathematical physics, statistics and probability, together with options including Mathematical Finance, Mathematical Biology and Mathematics Teaching. Many of these topics are closely linked to and informed by current research.
**Year 4**
In the fourth year, you take a double module project, giving you the opportunity to investigate a mathematical topic of interest. You will produce a written report and poster and give a short presentation. This develops your research and communication skills which are very important for future employment or postgraduate studies. You also choose four taught modules from a wide variety of topics as in Year 3. Some but not all of these modules follow on from options in Year 3, allowing you to both advance and broaden your mathematical expertise approaching research level.
Tuition fees
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Mathematical Sciences
What students say
We've crunched the numbers to see if overall student satisfaction here is high, medium or low compared to students studying this subject(s) at other universities.
How do students rate their degree experience?
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Mathematics
Teaching and learning
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Who studies this subject and how do they get on?
Most popular A-Levels studied (and grade achieved)
After graduation
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Mathematics
What are graduates doing after six months?
This is what graduates told us they were doing (and earning), shortly after completing their course. We've crunched the numbers to show you if these immediate prospects are high, medium or low, compared to those studying this subject/s at other universities.
Top job areas of graduates
Want to feel needed? This is one of the most flexible degrees of all and with so much of modern work being based on data, there are options everywhere for maths graduates. With all that training in handling figures, it's hardly surprising that a lot of maths graduates go into well-paid jobs in the IT or finance industries, and last year, a maths graduate in London could expect a very respectable average starting salary of £27k. And we're always short of teachers in maths, so that is an excellent option for anyone wanting to help the next generation. And if you want a research job, you'll want a doctorate — and a really good maths doctorate will get you all sorts of interest from academia and finance — and might secure some of the highest salaries going for new leavers from university.
What about your long term prospects?
Looking further ahead, below is a rough guide for what graduates went on to earn.
Mathematical sciences
The graph shows median earnings of graduates who achieved a degree in this subject area one, three and five years after graduating from here.
£28k
£35k
£43k
Note: this data only looks at employees (and not those who are self-employed or also studying) and covers a broad sample of graduates and the various paths they've taken, which might not always be a direct result of their degree.
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It offers a snapshot of what grads went on to do six months later, what they were earning on average, and whether they felt their degree helped them obtain a 'graduate role'. We calculate a mean rating to indicate if this is high, medium or low compared to other universities.
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The Longitudinal Educational Outcomes dataset combines HRMC earnings data with student records from the Higher Education Statistics Agency.
While there are lots of factors at play when it comes to your future earnings, use this as a rough timeline of what graduates in this subject area were earning on average one, three and five years later. Can you see a steady increase in salary, or did grads need some experience under their belt before seeing a nice bump up in their pay packet?
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