(Full time) 2022 start
Mathematics and Statistics MMath, BSc
Coronavirus information for applicants and offer holders
We hope that by the time you’re ready to start your studies with us the situation with COVID-19 will have eased. However, please be aware, we will continue to review our courses and other elements of the student experience in response to COVID-19 and we may need to adapt our provision to ensure students remain safe. For the most up-to-date information on COVID-19, regularly visit our website, which we will continue to update as the situation changes www.leeds.ac.uk/covid19faqs
Overview
On this course, you will develop a solid grounding in the main branches of mathematics, with a strong emphasis on statistics. Mathematics is the language of science and is ever-present in all our lives. This course introduces you to core mathematics topics alongside studying statistics to an advanced level, while still giving you the flexibility to explore other areas that interest you.
Statistics underpins a great deal of scientific research and analysis. Statisticians are qualified to collect, analyse and present data in a scientific and objective manner. The work of statisticians is used to ensure correct decisions are made. Statisticians are in demand in both the private and public sectors, in areas such as market research, the NHS, environmental science, forensic science and government statistics. This integrated Masters degree is ideal if you’re considering a career in academia or as a professional statistician. Graduates of this course also enjoy the same opportunities as those studying for a mathematics degree.
Course highlights
Our courses are shaped by our leading research in areas such as probability and financial mathematics, modern applied statistics, and analysis.
Access to modern facilities and computing equipment throughout the school, complemented by social areas, communal problem-solving spaces and quiet study rooms
Benefit from the school’s close links with organisations like Leeds Institute for Data Analytics, Leeds Institute for Fluid Dynamics and the Alan Turing Institute
A diverse and supportive community of mathematicians from all over the world
Small tutorial groups to support the teaching, so you get regular feedback from the academic staff helping you solve any problems that you might have with a particular topic.
Enhancing your degree
We offer two degree options: the MMath, BSc, a four-year integrated Masters degree, and the BSc, which is a three-year course. The MMath, BSc degree is particularly suitable if you wish to work closer to the frontiers of research, or to use mathematics at a higher level in your career. Find out more about our flexible degrees.
This course offers you the opportunity to spend a year working in industry or studying at a university abroad, both of which provide valuable experience and help your personal development. This programme allows you to take an integrated study abroad year, which means it won’t extend the length of your degree. An industrial placement will extend your degree by one year.
Accreditation
Certain options can receive Royal Statistical Society accreditation and others can receive exemptions from the Institute and Faculty of Actuaries.
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Course content
This degree offers opportunities to study a broad range of topics within mathematics, with a strong focus on statistics. Our academic staff have extensive research interests, which is why we are able to offer a wide choice of up-to-date module options. You will graduate as a multi-skilled mathematician, perhaps with particular expertise in an area of interest or with the training necessary to work in a particular industry.
Discovery modules are available in all years of your degree, as long as you are taking enough credits of your own subject for that year.
Year one
The first year of your course will introduce you to the main branches of mathematics and statistics. You’ll develop a solid understanding of these core areas, which will provide you with the necessary background knowledge you require to explore more advanced topics later in your programme. The wide range of subjects you will explore at this stage allows you to define what areas of mathematics really interest you.
Year two
In your second year, you’ll study analysis, groups and vector spaces, vector calculus, computational mathematics and linear differential equations and transforms. You’ll also study statistical modules covering topical subjects such as Markov processes, as well as core statistical methods.
At the end of year two, you will have the opportunity to complete an industrial placement, which will extend your degree by 12 months, or an integrated study abroad year. It is also possible to transfer to the BSc version of the course until the end of your second year.
Year three
In your third year, at least half of your modules will be in statistics. You’ll have the freedom to study optional modules from a wide range of pure and applied mathematics topics.
Year four (MMath)
In your fourth year, you’ll undertake your final year project, proposing a topic that you would like to explore for your project or choosing an assignment suggested by the School, and be allocated a supervisor. You’ll produce a final report and deliver a presentation about your work. You’ll also be studying advanced level modules, which you’ll choose from a large selection.
See examples of recent projects on our Research-based degrees webpage.
Course structure
The list shown below represents typical modules/components studied and may change from time to time. Read more in our Terms and conditions.
Modules
Year 1
Compulsory modules
- Core Mathematics 50 credits
- Number Systems 15 credits
- Sets, Sequences and Series 15 credits
- Probability and Statistics I 10 credits
- Probability and Statistics II 10 credits
Optional modules (selection of typical options shown below)
- Introduction to Geometry 10 credits
- Interest Rates and Cashflow Modelling 15 credits
Year 2
Compulsory modules
- Real Analysis 15 credits
- Groups and Vector Spaces 15 credits
- Vector Calculus 15 credits
- Linear Differential Equations and Transforms 15 credits
- Statistical Methods 10 credits
- Computational Mathematics 10 credits
Optional modules (selection of typical options shown below)
- Rings and Polynomials 10 credits
- Logic 10 credits
- Logic with Computation 15 credits
- Geometry of Curves and Surfaces 10 credits
- Discrete Mathematics 10 credits
- Discrete Mathematics with Computation 15 credits
- The Mathematics of Music 10 credits
- Nonlinear Differential Equations 10 credits
- Financial Mathematics: Risk 10 credits
- Financial Mathematics: Markets 10 credits
- Numerical Analysis 10 credits
- Numerical Analysis with Computation 15 credits
- Fluid Dynamics 1 10 credits
- Introduction to Optimisation 10 credits
- Calculus of Variations 10 credits
- Statistical Modelling 10 credits
- Environmental Statistics 10 credits
- Introduction to Markov Processes 10 credits
- Survival Analysis 10 credits
- Mathematics into Schools 10 credits
- Maths at Work 10 credits
Year 3
Optional modules (selection of typical options shown below)
- Combinatorial Optimisation 10 credits
- Graph Algorithms and Complexity Theory 10 credits
- Graph Theory: Structure and Algorithms 15 credits
- Mathematics Education 10 credits
- Introduction to Clinical Trials 15 credits
- Rings and Polynomials 10 credits
- Logic with Computation 15 credits
- Geometry of Curves and Surfaces 10 credits
- Discrete Mathematics with Computation 15 credits
- Numerical Analysis with Computation 15 credits
- Calculus of Variations 10 credits
- Survival Analysis 10 credits
- Computational Mathematics 10 credits
- Project in Mathematics 20 credits
- History of Mathematics 15 credits
- Calculus in the Complex Plane 15 credits
- Philosophy of Logic and Mathematics 20 credits
- Graph Theory 15 credits
- Number Theory 15 credits
- Groups and Symmetry 15 credits
- Mixed Models 10 credits
- Proof and Computation 15 credits
- Differential Geometry 15 credits
- Models and Sets 15 credits
- Combinatorics 15 credits
- Coding Theory 15 credits
- Commutative Rings and Algebraic Geometry 15 credits
- Metric and Function Spaces 15 credits
- Hilbert Spaces and Fourier Analysis 15 credits
- Topology 15 credits
- Transformation Geometry 15 credits
- Hamiltonian Systems 15 credits
- Mathematical Methods 15 credits
- Linear and Non-Linear Waves 15 credits
- Hydrodynamic Stability 15 credits
- Quantum Mechanics 15 credits
- Dynamical Systems 15 credits
- Nonlinear Dynamics 15 credits
- Analytic Solutions of Partial Differential Equations 15 credits
- Introduction to Entropy in the Physical World 15 credits
- Geophysical Fluid Dynamics 15 credits
- Modern Numerical Methods 15 credits
- Discrete Systems and Integrability 15 credits
- Actuarial Mathematics 1 15 credits
- Actuarial Mathematics 2 15 credits
- Relativity and Cosmology 15 credits
- Mathematical Biology 15 credits
- Evolutionary Modelling 15 credits
- Fluid Dynamics 2 15 credits
- Linear Regression and Robustness 15 credits
- Statistical Theory 15 credits
- Stochastic Calculus for Finance 15 credits
- Multivariate Analysis 10 credits
- Time Series 10 credits
- Bayesian Statistics 10 credits
- Generalised Linear Models 10 credits
- Philosophy of Logic and Mathematics 20 credits
- Groups, Symmetry and Galois Theory 20 credits
- Mixed Models with Medical Applications 15 credits
- Advanced Proof and Computation 20 credits
- Advanced Differential Geometry 20 credits
- Advanced Models and Sets 20 credits
- Advanced Commutative Rings and Algebraic Geometry 20 credits
- Metric Spaces and Functional Analysis 20 credits
- Hilbert Spaces and Advanced Fourier Analysis 20 credits
- Models in Actuarial Science 15 credits
- Advanced Hamiltonian Systems 20 credits
- Advanced Mathematical Methods 20 credits
- Advanced Linear and Nonlinear Waves 20 credits
- Advanced Hydrodynamic Stability 20 credits
- Advanced Quantum Mechanics 20 credits
- Advanced Dynamical Systems 20 credits
- Advanced Nonlinear Dynamics 20 credits
- Advanced Entropy in the Physical World 20 credits
- Advanced Geophysical Fluid Dynamics 20 credits
- Advanced Modern Numerical Methods 20 credits
- Advanced Discrete Systems and Integrability 20 credits
- Advanced Mathematical Biology 20 credits
- Advanced Evolutionary Modelling 20 credits
- Linear Regression, Robustness and Smoothing 20 credits
- Advanced Stochastic Calculus and Applications to Finance 20 credits
- Multivariate and Cluster Analysis 15 credits
- Time Series and Spectral Analysis 15 credits
- Bayesian Statistics and Causality 15 credits
- Generalised Linear and Additive Models 15 credits
- Statistical Computing 15 credits
- Philosophy of Logic and Mathematics 20 credits
- Cosmology 15 credits
- Molecular Simulation: Theory and Practice 15 credits
- Advanced Mechanics 15 credits
- Dynamics of Weather Systems 10 credits
- Inverse Theory 10 credits
- Inverse Theory 10 credits
Year 4
Optional modules (selection of typical options shown below)
- Combinatorial Optimisation 10 credits
- Graph Algorithms and Complexity Theory 10 credits
- Graph Theory: Structure and Algorithms 15 credits
- Mathematics Education 10 credits
- Introduction to Clinical Trials 15 credits
- Rings and Polynomials 10 credits
- Logic with Computation 15 credits
- Geometry of Curves and Surfaces 10 credits
- Discrete Mathematics with Computation 15 credits
- Numerical Analysis with Computation 15 credits
- Calculus of Variations 10 credits
- Survival Analysis 10 credits
- Computational Mathematics 10 credits
- History of Mathematics 15 credits
- Calculus in the Complex Plane 15 credits
- Philosophy of Logic and Mathematics 20 credits
- Graph Theory 15 credits
- Number Theory 15 credits
- Groups and Symmetry 15 credits
- Mixed Models 10 credits
- Proof and Computation 15 credits
- Differential Geometry 15 credits
- Models and Sets 15 credits
- Combinatorics 15 credits
- Coding Theory 15 credits
- Commutative Rings and Algebraic Geometry 15 credits
- Metric and Function Spaces 15 credits
- Hilbert Spaces and Fourier Analysis 15 credits
- Topology 15 credits
- Transformation Geometry 15 credits
- Hamiltonian Systems 15 credits
- Mathematical Methods 15 credits
- Linear and Non-Linear Waves 15 credits
- Hydrodynamic Stability 15 credits
- Quantum Mechanics 15 credits
- Dynamical Systems 15 credits
- Nonlinear Dynamics 15 credits
- Analytic Solutions of Partial Differential Equations 15 credits
- Introduction to Entropy in the Physical World 15 credits
- Geophysical Fluid Dynamics 15 credits
- Numerical Methods 10 credits
- Modern Numerical Methods 15 credits
- Discrete Systems and Integrability 15 credits
- Actuarial Mathematics 1 15 credits
- Actuarial Mathematics 2 15 credits
- Relativity and Cosmology 15 credits
- Mathematical Biology 15 credits
- Evolutionary Modelling 15 credits
- Fluid Dynamics 2 15 credits
- Linear Regression and Robustness 15 credits
- Statistical Theory 15 credits
- Stochastic Calculus for Finance 15 credits
- Multivariate Analysis 10 credits
- Time Series 10 credits
- Bayesian Statistics 10 credits
- Generalised Linear Models 10 credits
- Assignment in Mathematics (30cr) 30 credits
- Assignment in Mathematics (40cr) 40 credits
- Philosophy of Logic and Mathematics 20 credits
- Groups, Symmetry and Galois Theory 20 credits
- Mixed Models with Medical Applications 15 credits
- Advanced Proof and Computation 20 credits
- Advanced Differential Geometry 20 credits
- Advanced Models and Sets 20 credits
- Advanced Commutative Rings and Algebraic Geometry 20 credits
- Metric Spaces and Functional Analysis 20 credits
- Hilbert Spaces and Advanced Fourier Analysis 20 credits
- Models in Actuarial Science 15 credits
- Advanced Hamiltonian Systems 20 credits
- Advanced Mathematical Methods 20 credits
- Advanced Linear and Nonlinear Waves 20 credits
- Advanced Hydrodynamic Stability 20 credits
- Advanced Quantum Mechanics 20 credits
- Advanced Dynamical Systems 20 credits
- Advanced Nonlinear Dynamics 20 credits
- Advanced Entropy in the Physical World 20 credits
- Advanced Geophysical Fluid Dynamics 20 credits
- Advanced Modern Numerical Methods 20 credits
- Advanced Discrete Systems and Integrability 20 credits
- Advanced Mathematical Biology 20 credits
- Advanced Evolutionary Modelling 20 credits
- Linear Regression, Robustness and Smoothing 20 credits
- Advanced Stochastic Calculus and Applications to Finance 20 credits
- Multivariate and Cluster Analysis 15 credits
- Time Series and Spectral Analysis 15 credits
- Bayesian Statistics and Causality 15 credits
- Generalised Linear and Additive Models 15 credits
- Statistical Computing 15 credits
- Philosophy of Logic and Mathematics 20 credits
- Cosmology 15 credits
- Molecular Simulation: Theory and Practice 15 credits
- Advanced Mechanics 15 credits
- Quantum Field Theory 15 credits
- General Relativity 15 credits
- Dynamics of Weather Systems 10 credits
- Inverse Theory 10 credits
- Inverse Theory 10 credits
Discovery modules
Throughout your degree you will benefit from a range of opportunities to expand your intellectual horizons outside or within your subject area.
This course gives you the opportunity to choose from a range of discovery modules. They’re a great way to tailor your study around your interests or career aspirations and help you stand out from the crowd when you graduate. Find out more about discovery modules on our Broadening webpages.
Learning and teaching
You’ll be taught through lectures, tutorials, workshops and practical classes. You’ll enjoy extensive tutorial support and have freedom in your workload and options.
We offer a variety of welcoming spaces to study and socialise with your fellow students. There’s a café, social and group study areas, a library and a seminar room, as well as a Research Visitors Centre and a Mathematics Active Learning Lab.
Our Virtual Learning Environment will help to support your studies: it’s a central place where you can find all the information and resources for the School, your programme and modules.
You can also benefit from support to develop your academic skills, within the curriculum and through online resources, workshops, one-to-one appointments and drop-in sessions.
Watch our taster lectures to get a flavour of what it’s like to study at Leeds:
On this course you’ll be taught by our expert academics, from lecturers through to professors. You may also be taught by industry professionals with years of experience, as well as trained postgraduate researchers, connecting you to some of the brightest minds on campus.
Assessment
You’re assessed through a range of methods, including formal exams and in-course assessment.
Entry requirements, fees and applying
Entry requirements
A-level: AAA/A*AB including Grade A in Mathematics.
AAA/A*AB where the first grade quoted is Mathematics, AAB/A*BB including Further Mathematics and where the first grade quoted is Mathematics, or AAB/A*BB where the first grade quoted is in Mathematics plus A in AS Further Mathematics.
Where an A-Level Science subject is taken, we require a pass in the practical science element, alongside the achievement of the A-Level at the stated grade.
Excludes A-Level General Studies or Critical Thinking.
GCSE: You must also have GCSE English at grade C (4) or above (or equivalent). We will accept Level 2 Functional Skills English in lieu of GCSE English.
Other course specific tests:Extended Project Qualification and International Project Qualification: Whilst we recognise the value of these qualifications and the effort and enthusiasm that applicants put into them, we do not currently include them as part of our offer-making. We do, however, encourage you to provide further information on your project in your personal statement.
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Access to HE Diploma
Normally only accepted in combination with grade A in A Level Mathematics or equivalent.
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BTEC
BTEC qualifications in relevant disciplines are considered in combination with other qualifications, including grade A in A-level mathematics, or equivalent
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Cambridge Pre-U
D3 D3 M2 or D2 M1 M1 where the first grade quoted is in Mathematics OR D3 M1 M2 or D2 M2 M2 including Further Maths where the first grade quoted is Mathematics.
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International Baccalaureate
35 points overall with 17 at Higher Level including 6 in Higher Level Mathematics (Mathematics: Analytics and Approaches is preferred).
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Irish Highers (Leaving Certificate)
H2 H2 H2 H2 H2 H2 including Mathematics.
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Scottish Highers / Advanced Highers
Suitable combinations of Scottish Higher and Advanced Highers are acceptable, though mathematics must be presented at Advanced Higher level.Typically AAAABB Including grade A in Advanced Higher Mathematics.
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Other Qualifications
We also welcome applications from students on the Northern Consortium UK International Foundation Year programme, the University of Leeds International Foundation Year, and other foundation years with a high mathematical content. Read more on the School Foundation year programmes page.
Read more about UK and Republic of Ireland accepted qualifications or contact the School’s Undergraduate Admissions Team.
Alternative entry
We’re committed to identifying the best possible applicants, regardless of personal circumstances or background.
Access to Leeds is an alternative admissions scheme which accepts applications from individuals who might be from low income households, in the first generation of their immediate family to apply to higher education, or have had their studies disrupted.
Find out more about Access to Leeds and alternative admissions.
Typical Access to Leeds offer: ABB including A in Mathematics and pass Access to Leeds OR A in Mathematics, B in Further Mathematics and C in a 3rd subject and pass Access to Leeds.
If you do not have the formal qualifications for immediate entry to one of our degrees, you may be able to progress through a foundation year. We offer a Studies in Science with a Foundation Year BSc for students without a science background at A-level and an Interdisciplinary Science with Foundation Year BSc for applicants who meet specific widening participation criteria.
International Foundation Year
International students who do not meet the academic requirements for undergraduate study may be able to study the University of Leeds International Foundation Year. This gives you the opportunity to study on campus, be taught by University of Leeds academics and progress onto a wide range of Leeds undergraduate courses. Find out more about International Foundation Year programmes.
English language requirements
IELTS 6.0 overall, with no less than 5.5 in any one component, or IELTS 6.5 overall, with no less than 6.0 in any one component, depending on other qualifications present. For other English qualifications, read English language equivalent qualifications.
Improve your English
If you're an international student and you don't meet the English language requirements for this programme, you may be able to study our undergraduate pre-sessional English course, to help improve your English language level.
How to apply
Apply to this course through UCAS. The institution code for the University of Leeds is L23. Check the deadline for applications on the UCAS website.
We may consider applications submitted after the deadline. Availability of courses in UCAS Extra will be detailed on UCAS at the appropriate stage in the cycle.
Read our guidance about applying and writing your personal statement.
International students apply through UCAS in the same way as UK students. Our network of international representatives can help you with your application. If you’re unsure about the application process, contact the admissions team for help.
Read about visas, immigration and other information in International students. We recommend that international students apply as early as possible to ensure that they have time to apply for their visa.
Visit days
If you receive an offer to study with us, we’ll invite you to attend one of our visit days. You’ll have the opportunity to meet our academic staff and students, explore the School and University and find out more about your course and what it’s like to be a student at Leeds.
Admissions policy
University of Leeds Taught Admissions Policy 2022
Fees
UK: See fees section below
International: £23,000 (per year)
UK undergraduate tuition fees for 2021 entry
For UK full-time students starting in 2021, the fee for 2021/22 will be £9,250.
The fee may increase in future years of your course in line with inflation, and as permitted by law. Fees for UK undergraduate students are decided by the UK government and may vary if policy changes.
EU students starting in 2021/22
EU students starting their course in the 2021/22 academic year or later will now be classed as international students and so will need to pay the international student tuition fee.
UK undergraduate tuition fees for 2022 entry
Tuition fees for UK full-time undergraduate students starting in 2022/23 have not yet been confirmed by the UK government. In other years, the government has confirmed fee levels in the summer. When the fee is confirmed we will publish an update on all course pages.
Tuition fees for new international students for 2022 entry
Tuition fees for international students are published on each individual course page. These are usually published a year in advance, so 2022 course fees should be available from September 2021.
Tuition fees for a study abroad or work placement year
If you take a study abroad or work placement year, you’ll pay a reduced tuition fee during this period. For more information, see Study abroad and work placement tuition fees and loans.
Read more about paying fees and charges.
Brexit
Visit our Brexit page for the latest information on the effect of the UK's exit from the EU on current students and applicants to the University.
There may be additional costs related to your course or programme of study, or related to being a student at the University of Leeds. Read more about additional costs
Financial support
If you have the talent and drive, we want you to be able to study with us, whatever your financial circumstances. There is help for students in the form of loans and non-repayable grants from the University and from the government. Find out more in our Undergraduate funding overview.
Career opportunities
A degree from Leeds and the experience you'll gain here will give you the edge to find the career you want. Your course will give you the experience and knowledge that employers are looking for to help you secure a graduate job.
University of Leeds students are among the top 5 most targeted by top employers according to The Graduate Market 2021, High Fliers Research.
Recent graduates from the School of Mathematics have secured positions at organisations including:
Lloyds Banking Group
IBM
Deloitte
HMRC
Marks and Spencer
PwC
Morgan Stanley
Ministry of Defence
In virtually all areas of life, mathematical skills are highly valued. The numerical, analytical and problem solving skills you will develop, as well as your specialist subject knowledge and your ability to think logically, are highly valued across sectors, including financial services, IT, software design, data analysis, engineering, and teaching. This course also allows you to develop the transferable skills that employers seek.
Read profiles of our alumni to find out more about where some of our graduates are working.
Careers support
At Leeds we help you to prepare for your future from day one. Our Leeds for Life initiative is designed to help you develop and demonstrate the skills and experience you need for when you graduate. We will help you to access opportunities across the University and record your key achievements so you are able to articulate them clearly and confidently.
You will be supported throughout your studies by our dedicated Employability team, who will provide you with specialist support and advice to help you find relevant work experience, internships and industrial placements, as well as graduate positions. You’ll benefit from timetabled employability sessions, support during internships and placements, and presentations and workshops delivered by employers.
You will also have full access to the University’s Careers Centre, which is one of the largest in the country.
Visit our Careers and employability page to find out more.
There are also plenty of exciting ways you can volunteer during your time at Leeds. Find out more at the Leeds University Union website.
Study abroad and work placements
Study abroad
On this course you have the opportunity to apply to spend time abroad, usually as an extra academic year. We have over 300 University partners worldwide and popular destinations for our students include Europe, the USA, Canada, Australia, New Zealand, Singapore, Hong Kong, South Africa and Latin America.
Find out more at the Study Abroad website.
The optional study abroad year takes place in your third year, and will not extend your degree. You will return to Leeds to complete your final year of study.
Work placements
Practical work experience can help you decide on your career and improve your employability. On this course you have the option to apply to take a placement year module with organisations across the public, private and voluntary sectors in the UK, or overseas.
Find out more about work experience on the Careers website.
An industrial placement year is a great way to help you decide what kind of career you might like when you graduate. As well as giving you the opportunity to develop your skills, you’ll gain a real insight into working life in a particular company or sector.
With the help and support of our dedicated Employability team, you can choose to undertake a salaried industrial placement year at one of the 100+ companies that we work with. If you decide to undertake a placement year this will extend your period of study by 12 months and, on successful completion, you will be awarded the ‘industrial’ variant in your degree title to demonstrate your added experience to future employers.
Below are examples of placements Mathematics students have recently completed:
Analytical Officer – NHS England & NHS Improvement
Modelling & Simulation Section Head – Covance
Credit Risk Analyst – Lloyds Banking Group
Finance Director – The Walt Disney Company
Business Relationships Manager – Network Rail
Aftersales Planning Manager – Volkswagen Group UK
During your industrial placement you will have an industrial supervisor from within the company, plus an academic supervisor who will keep in touch throughout your placement.
Find out more about Industrial placements.