Gain a master's-level understanding of applied and pure mathematics on our MMath Mathematics degree which can be tailored to your interests.
Develop an in-depth understanding of a subject that touches on every aspect of society and the natural world, from the physics of the oceans to the modelling of financial markets. This masters-level degree will allow you to pursue your specific interests, whether you enjoy pure or applied mathematics.
Additionally, the course is approved by the Institute of Mathematics and its Applications and enables you to apply for Chartered Mathematician status following graduation. It is particularly ideal if you are considering a career as a research mathematician.
During the first two years you will study the main aspects of mathematics and develop your knowledge in areas such as algebra, analysis, calculus and differential equations. In the second year you will also take a skills module, which is designed to improve your transferable skills and enhance your employability.
The next two years are predominantly made up of optional modules, enabling you to tailor the course to suit your interests. These can include areas such as applied analysis, computational modelling, theoretical polymer physics, probability and statistics. One third of your final year will be made up of guided research project, for which you will be given one-to-one supervision by an academic member of staff with expertise in your chosen area. This will culminate in a report and presentation.
You will be given plenty of support to help you get the most out of your studies, including small group problem-solving tutorials and materials to help you manage the transition to university-level mathematics. You will also benefit from around 20 hours of contact time per week. Additionally, you can get involved with the Department's Staff Student liaison committee, which enables you to have a direct input into the student experience.
This course is approved by the Institute of Mathematics and its Applications and enables you to apply for Chartered Mathematician status following graduation.
Placement
You may choose to carry out a summer placement in an area such as finance, statistics or modelling in order to gain an insight into industry and gain valuable experience.
Alternatively, you can opt to take the five-year version of this course, incorporating a year in industry. You will be given advice and support for finding the ideal placement, as well for writing a CV and interview skills, by our dedicated placements officer.
Study Abroad
Spend a year studying abroad at one of our partner institutions in Australia, Canada, Denmark, Germany, Sweden, USA, or Japan.
To find out more, visit our Study Abroad site.
For more information, please visit the Department of Maths and Statistics website.
Overview
Develop an in-depth understanding of a subject that touches on every aspect of society and the natural world, from the physics of the oceans to the modelling of financial markets. This masters-level degree will allow you to pursue your specific interests, whether you enjoy pure or applied mathematics.
Additionally, the course is approved by the Institute of Mathematics and its Applications and enables you to apply for Chartered Mathematician status following graduation. It is particularly ideal if you are considering a career as a research mathematician.
During the first two years you will study the main aspects of mathematics and develop your knowledge in areas such as algebra, analysis, calculus and differential equations. In the second year you will also take a skills module, which is designed to improve your transferable skills and enhance your employability.
The next two years are predominantly made up of optional modules, enabling you to tailor the course to suit your interests. These can include areas such as applied analysis, computational modelling, theoretical polymer physics, probability and statistics. One third of your final year will be made up of guided research project, for which you will be given one-to-one supervision by an academic member of staff with expertise in your chosen area. This will culminate in a report and presentation.
You will be given plenty of support to help you get the most out of your studies, including small group problem-solving tutorials and materials to help you manage the transition to university-level mathematics. You will also benefit from around 20 hours of contact time per week. Additionally, you can get involved with the Department's Staff Student liaison committee, which enables you to have a direct input into the student experience.
This course is approved by the Institute of Mathematics and its Applications and enables you to apply for Chartered Mathematician status following graduation.
Placement
You may choose to carry out a summer placement in an area such as finance, statistics or modelling in order to gain an insight into industry and gain valuable experience.
Alternatively, you can opt to take the five-year version of this course, incorporating a year in industry. You will be given advice and support for finding the ideal placement, as well for writing a CV and interview skills, by our dedicated placements officer.
Study Abroad
Spend a year studying abroad at one of our partner institutions in Australia, Canada, Denmark, Germany, Sweden, USA, or Japan.
To find out more, visit our Study Abroad site.
For more information, please visit the Department of Maths and Statistics website.
Entry requirements A Level ABC | IB 30 points overall
Typical offer
ABC with an A in Maths, and if you place us as your Firm choice we will accept you with one grade lower than this, including accepting a B in Maths at A-level (e.g BBC with Maths at B or ABD with Maths at either A or B).
If you are studying an Extended Project Qualification (EPQ) in addition to your A levels and achieve a B in the EPQ we will accept ACC at A level with an A in Mathematics. If you place us as Firm choice we will accept BCC with a B in Mathematics alongside a B in the EPQ.
International Baccalaureate
30 points overall including 6 in Maths at higher level. If you place us as your Firm choice we will accept you with 28 points overall including 5 in Maths at higher level.
Extended Project Qualification
In recognition of the excellent preparation that the Extended Project Qualification (EPQ) provides to students for University study, we can now include achievement in the EPQ as part of a formal offer.
English language requirements
IELTS 6.5, with no component below 5.5
For information on other English language qualifications, please visit our international student pages.
Alternative entry requirements for International and EU students
For country specific entry requirements look at entry requirements by country.
International Foundation Programme
If you are an international or EU student and do not meet the requirements for direct entry to your chosen degree you can join the University of Reading’s International Foundation Programme. Successful completion of this 1 year programme guarantees you a place on your chosen undergraduate degree. English language requirements start as low as IELTS 4.5 depending on progression degree and start date.
Pre-sessional English language programme
If you need to improve your English language score you can take a pre-sessional English course prior to entry onto your degree.
Structure
Compulsory modules include:
Code | Module | Convenor |
---|---|---|
ST1PS | Probability and Statistics | DR Karen Poulter |
MA1CA | Calculus | DR Peter Chamberlain |
MA1FM | Foundations of Mathematics | DR Jani Virtanen |
MA1LA | Linear Algebra | PROF Paul Glaister |
MA1MSP | Mathematical and Statistical Programming | MISS Hannah Fairbanks |
MA1RA1 | Real Analysis I | DR Karl-Mikael Perfekt |
Optional modules include:
Code | Module | Convenor |
---|---|---|
CL1L1 | Latin 1 (C) | MRS Jackie Baines |
CL1G1 | Ancient Greek 1 | MRS Jackie Baines |
Compulsory modules include:
Code | Module | Convenor |
---|---|---|
MA2ALA | Algebra | DR Basil Corbas |
MA2DE | Differential Equations | DR Peter Sweby |
MA2PSM | Professional Skills for Mathematicians | MRS Claire Newbold |
MA2VC | Vector Calculus | DR Peter Chamberlain |
Optional modules include:
Code | Module | Convenor |
---|---|---|
ST2PST | Probability and Statistical Theory | DR Jeroen Wouters |
ST2LMD | Linear Models and Data Analysis | MISS Hannah Fairbanks |
ST2LM | Linear Models | MISS Hannah Fairbanks |
MT2CC | The Science of Climate Change | PROF Nigel Arnell |
MA2ASV | Analysis in Several Variables | DR Gyorgy Geher |
MA2MOD | Mathematical Modelling | DR Zuowei Wang |
MA2NAN | Numerical Analysis | DR Peter Chamberlain |
MA2MPR | Mathematical Programming | DR Peter Sweby |
MA2MPH | Mathematical Physics | DR Calvin Smith |
MA2RA1 | Real Analysis I | DR Karl-Mikael Perfekt |
MA2PT1 | Probability Theory I | DR Jeroen Wouters |
MA2RCA | Real and Complex Analysis | DR Titus Hilberdink |
MM270 | Practice of Entrepreneurship | DR Norbert Morawetz |
ED2TS2 | Development of transferable skills through a school placement 2 | DR Caroline Foulkes |
ED2TS1 | Development of transferable skills through a school placement 1 | DR Caroline Foulkes |
Optional modules include:
Code | Module | Convenor |
---|---|---|
ST3ED | Experimental Design | DR Michael Dennett |
ST3PR | Statistics Project | PROF Sue Todd |
ST3SML | Statistical Data Science and Machine Learning. | DR Fazil Baksh |
ST3MVA | Multivariate Data Analysis | MISS Hannah Fairbanks |
ST3GLM | Generalised Linear Models | PROF Sue Todd |
ST3MSD | Modelling Structured Data | DR Fazil Baksh |
MA3XJ | Integral Equations | PROF Simon Chandler-Wilde |
MA3Z7 | Number Theory | DR Titus Hilberdink |
MA3AM | Asymptotic Methods | PROF Paul Glaister |
MA3VC | Vector Calculus | DR Peter Chamberlain |
MA3SPL | Summer Placement | MRS Claire Newbold |
MA3SMA | Statistical Mechanics and Applications | PROF Valerio Lucarini |
MA3RCA | Real and Complex Analysis | DR Titus Hilberdink |
MA3PRO | Part 3 Project | DR Patrick Ilg |
MA3PAL | Peer Assisted Learning | DR Calvin Smith |
MA3NAT | Numerical Analysis II | DR Amos Lawless |
MA3MTI | Measure Theory and Integration | DR Nikos Katzourakis |
MA3MS | Metric Spaces | DR Nikos Katzourakis |
MA3MB | Mathematical Biology | DR Marcus Tindall |
MA3FM | Fluid Mechanics | DR Alex Lukyanov |
MA3DS | Dynamical Systems | DR Peter Chamberlain |
MA3CV | Calculus of Variations | DR Calvin Smith |
MA3CA2 | Complex Analysis II | DR Jani Virtanen |
MA3AST | Applied Stochastic Processes | DR Patrick Ilg |
MA3CEC | Cryptography and Error Correcting Codes | DR Basil Corbas |
ED3TS3 | Development of transferable skills through a school placement 3 | DR Caroline Foulkes |
ED3TS4 | Development of transferable skills through a school placement 4 | DR Caroline Foulkes |
Compulsory modules include:
Code | Module | Convenor |
---|---|---|
MA4XA | Fourth Year Project | DR Peter Sweby |
Optional modules include:
Code | Module | Convenor |
---|---|---|
ST4GLM | Generalised Linear Models | PROF Sue Todd |
MA4AM | Asymptotic Methods | PROF Paul Glaister |
MA4ANT | Analytic Number Theory | DR Titus Hilberdink |
MA4CA2 | Complex Analysis II | DR Jani Virtanen |
MA4AST | Applied Stochastic Processes | DR Patrick Ilg |
MA4CEC | Cryptography and Error Correcting Codes. | DR Basil Corbas |
MA4CV | Calculus of Variations | DR Calvin Smith |
MA4DS | Dynamical Systems | DR Peter Chamberlain |
MA4FM | Fluid Mechanics | DR Alex Lukyanov |
MA4SMA | Statistical Mechanics and Applications | PROF Valerio Lucarini |
MA4SP | Stochastic Processes | DR Jochen Broecker |
MA4XJ | Integral Equations | PROF Simon Chandler-Wilde |
MA4MB | Mathematical Biology | DR Marcus Tindall |
MA4MS | Metric Spaces | DR Nikos Katzourakis |
MA4MTI | Measure Theory and Integration | DR Nikos Katzourakis |
MA4NAT | Numerical Analysis II | DR Amos Lawless |
MA4Z7 | Number Theory | DR Titus Hilberdink |
Fees
New UK/Republic of Ireland students: £9,250* per year
New international students: £20,830 per year
*UK/Republic of Ireland fee changes
UK/Republic of Ireland undergraduate tuition fees are regulated by the UK government. These fees are subject to parliamentary approval and any decision on raising the tuition fees cap for new UK students would require the formal approval of both Houses of Parliament before it becomes law.
EU student fees
With effect from 1 August 2021, new EU students will pay international tuition fees. For exceptions, please read the UK government’s guidance for EU students.
Additional costs
Some courses will require additional payments for field trips and extra resources. You will also need to budget for your accommodation and living costs. See our information on living costs for more details.
Financial support for your studies
You may be eligible for a scholarship or bursary to help pay for your study. Students from the UK may also be eligible for a student loan to help cover these costs. See our fees and funding information for more information on what's available.
Careers
As an MMath graduate you will be ideally placed for a career in mathematical research, whether in industry, academia or elsewhere.
Additionally, your mathematical knowledge combined with computing, teamwork and presentation skills will make you highly desirable to a range of other employers.
You may choose to work as a mathematician or statistician for public sector organisations, such as health authorities or the Office for National Statistics, or areas of the private sector including commerce and information technology. Furthermore, you can move into a range of related careers such as accountancy, banking, financial analysis, engineering, modelling, computing, teaching or actuarial work. Recent students have gone on to work for leading organisations from a wide variety of sectors including PepsiCo, the BBC, the Bank of East Asia and BAE Systems.
Not only has the University increased my knowledge of Mathematics and Statistics but it has also made me a far more confident person. It is nice to know that whenever you have a problem, whether it is personal or academic, help is only round the corner.
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