Key information
- Duration:
- 4 years full time
- Typical A-level offer:
- A*AA
- Contextual A-level offer:
- AAA-AAB (AA in Mathematics and Further Mathematics)
- UCAS code:
- G101
- Start date:
- September 2024
- 95% of our research overall in Mathematical Sciences was assessed to be world leading or internationally excellent (REF 2021)
- 1st in the UK for Citations in Physical Sciences (The Times Higher Education World University Rankings by Subject 2023)
This course is for you if you’re an academic high-flyer. It offers you the exciting opportunity to work on a cutting-edge research project here at Sussex each summer. You’ll gain practical experience of Mathematics research as well as training for your future career. You’ll also get funding to cover your living expenses during that time.
You’ll join our experts and immerse yourself in world-class research. Our research is making a world-changing impact in diverse areas, ranging from smart materials and predicting floods to the behaviour of queues, social networks and infectious disease control. The use of industry-standard software (such as MATLAB, Python and R) develops your analytical and modelling skills. You’ll graduate with the knowledge needed to take your career in any direction you choose.
You’ll be guided throughout your degree by an academic adviser. We’ll support your career development with opportunities to engage with potential employers, while you develop the confidence and competence they’re looking for.
During your research placements and integrated Masters year, you’ll develop new research skills – particularly relevant if you're interested in going on to a research career at universities or in industry.
Accreditation
- This programme is accredited to meet the educational requirements of the Chartered Mathematician designation awarded by the Institute of Mathematics and its Applications. Find out more
We understand that deciding where and what to study is a very important decision. We’ll make all reasonable efforts to provide you with the courses, services and facilities described in this prospectus. However, if we need to make material changes, for example due to significant disruption, or in response to COVID-19, we’ll let our students know as soon as possible.
MMath or BSc?
We also offer this course without research placements, or as a three-year BSc. Find out about the benefits of an integrated Masters year.
The lecturers are genuinely passionate, not only about their research, but also about teaching and sharing knowledge.”Rhiannon Hawkins
Mathematics BSc
Find out about Megan’s journey through her maths degree at Sussex
Open Days and virtual visits
Meet us on campus or online
Entry requirements
A-level
| Typical offer | A*AA |
|---|---|
| Contextual offer | AAA-AAB (AA in Mathematics and Further Mathematics) Not everyone has the same support to get to higher education – we help you reach your potential. When we receive applications through UCAS, we consider all factors and will sometimes make contextual offers as part of our Access and Participation Plan |
| Subjects | A-levels must include both Mathematics and Further Mathematics, with grade A* in one and grade A in the other. |
| GCSEs | You should have a broad range of GCSEs grade 9-4 (A*-C), including good grades in relevant subjects. |
| Extended Project Qualification | We take the EPQ into account when considering your application and it can be useful in the summer when your results are released if you have narrowly missed the conditions of your offer. We do not routinely include the EPQ in the conditions of your offer but we sometimes offer alternative conditions that include the EPQ. If you wish to discuss this further please contact us |
Other UK qualifications
Cambridge Pre-U Principle Subjects (including A-level mixes)
| Typical offer | D3 M1 M1 If you have one A-level and two Cambridge Pre-U Principal Subjects we would expect you to have grade grade A at A-level and, M1 and D3 in two Pre-Us. If you have two A-levels and a Cambridge Pre-U Principal Subject we would normally expect you to have grades AA at A-level and D3 in Pre-U. |
|---|---|
| Subjects | You must have either Mathematics at A-level, with at least grade A or Cambridge Pre-U Principal subject at D3 and Further Mathematics. |
| GCSEs | You should have a broad range of GCSEs grades 9-4 (A*-C), including good grades in relevant subjects. |
International Baccalaureate
| Typical offer | 36 points overall from the full IB Diploma. |
|---|---|
| Subjects | Higher Levels must include Mathematics, with a grade of 7. For entry in 2021, either Mathematics: Analysis and Approaches or Mathematics: Applications and Interpretation at Higher Level will be accepted. |
Pearson BTEC Level 3 National Extended Certificate and two A-levels
| Typical offer | Grades A*A in A-levels plus Distinction in BTEC Level 3 National Extended Certificate. |
|---|---|
| Contextual offer | Grades AA in A-levels plus Distinction in BTEC Level 3 National Extended Certificate. Not everyone has the same support to get to higher education – we help you reach your potential. When we receive applications through UCAS, we consider all factors and will sometimes make contextual offers as part of our Access and Participation Plan |
| Subjects | A-levels must include both Mathematics and Further Mathematics. |
Scottish Highers
| Typical offer | AAAAA |
|---|---|
| Subjects | Highers must include Mathematics, grade A. You will also need an Advanced Higher in Mathematics (grade A). |
Welsh Baccalaureate Advanced
| Typical offer | Advanced Welsh Baccalaureate Skills Challenge Certificate and two A-level grades A*AA |
|---|---|
| Subjects | A-levels must include both Mathematics and Further Mathematics, with grade A* in one and grade A in the other. |
| GCSEs | You should have a broad range of GCSEs grade 9-4 (A*-C), including good grades in relevant subjects. |
International Baccalaureate
| Typical offer | 36 points overall from the full IB Diploma. |
|---|---|
| Subjects | Higher Levels must include Mathematics, with a grade of 7. For entry in 2021, either Mathematics: Analysis and Approaches or Mathematics: Applications and Interpretation at Higher Level will be accepted. |
European Baccalaureate
| Typical offer | Overall result of 83% |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to the highest level is essential (normally with a final grade of at least 8.5). |
Other international qualifications
Australia
| Typical offer | Relevant state (Year 12) High School Certificate, and 95% in the ATAR or UAI/TER/ENTER, or a Queensland OP of 2 or better.
|
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis.
|
Austria
| Typical offer | Reifeprüfung or Matura with an overall result of 1.6 or better for first-year entry. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Belgium
| Typical offer | Certificat d'Enseignement Secondaire Supérieur (CESS) or Diploma van Hoger Secundair Onderwijs with a good overall average. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Bulgaria
| Typical offer | Diploma za Sredno Obrazovanie with excellent final-year scores (normally 5.5 overall with 6 in key subjects). |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis.
|
Canada
| Typical offer | Ontario Secondary School Diploma (OSSD) 80% from 6 grade 12 U, U/C or M courses |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
China
| Typical offer | If you have the Goakao, we will consider applications for direct entry to first year. You would normally need an overall average of 75%, including required subjects. We are also pleased to consider applications if you are following a recognised International Foundation Year or you have one or more years of Higher Education in China at a recognised degree awarding institution. The Senior High School Graduation alone would not be sufficient for entry to our undergraduate degrees, but you may be eligible to apply for our International Foundation Year. If you successfully complete an International Foundation Year, you can progress on to a relevant undergraduate course at Sussex. Check which qualifications the International Study Centre accepts for the International Foundation Year. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Croatia
| Typical offer | Maturatna Svjedodžba with an overall score of at least 5. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Cyprus
| Typical offer | Apolytirion of Lykeion with an overall average of 19/20 and above will be considered for first-year entry. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Czech Republic
| Typical offer | Maturita with a good overall average. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Denmark
| Typical offer | Højere Forberedelseseksamen (HF) or Studentereksamen with an overall average of 10 on the new grading scale. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Finland
| Typical offer | Pass Ylioppilastutkinto with overall final result of at least EEEM |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis.
|
France
| Typical offer | French Baccalauréat with an overall final result of at least 15/20. |
|---|---|
| Additional requirements | You will need to be taking the science strand within the French Baccalauréat with a final result of at least 14/20 in Mathematics. |
Germany
| Typical offer | German Abitur with an overall result of 1.6 or better. |
|---|---|
| Additional requirements | You will need a very good final result in Mathematics (at least 14/15) at a high level. |
Greece
| Typical offer | Apolytirion with an overall average of at least 19.5 will be considered for first-year entry. You must also have either Apolytirion pathway in Mathematics with a score of 19 or the Pan Hellenic in Mathematics with an overall score of 17. |
|---|---|
| Additional requirements | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Hong Kong
| Typical offer | Hong Kong Diploma of Secondary Education (HKDSE) with grades of 5, 5, 5 from three subjects including two electives. |
|---|---|
| Additional requirements | You must have some advanced/higher level ability in Mathematics, and will need to complete both the Compulsory and Extended Mathematics components. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Hungary
| Typical offer | Erettsegi/Matura with a good average of at least 55555. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
India
| Typical offer | Standard XII results
|
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Iran
| Typical offer | Where direct entry is unsuitable, we'll automatically consider you for one of our Foundation Years. Or you might want to apply to one of our International Foundation Years at the international Study Centre on Campus. Visit isc.sussex.ac.uk/our-courses/international-foundation-year or www.sussex.ac.uk/study/undergraduate/courses/foundation-years |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Ireland
| Typical offer | Irish Leaving Certificate (Higher Level) at H1,H1,H2,H2,H2. |
|---|---|
| Additional requirements | Highers must include Mathematics, grade H1. |
Israel
| Typical offer | Bagrut, with at least 8/10 in at least six subjects, including one five-unit subject. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Italy
| Typical offer | Italian Diploma Di Maturità or Diploma Pass Di Esame Di Stato with a final Diploma mark of 90/100. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Japan
| Typical offer | Where direct entry is unsuitable, we'll automatically consider you for one of our Foundation Years. Or you might want to apply to one of our International Foundation Years at the international Study Centre on Campus. Visit isc.sussex.ac.uk/our-courses/international-foundation-year or www.sussex.ac.uk/study/undergraduate/courses/foundation-years |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Latvia
| Typical offer | Atestats par Visparejo videjo Izglitibu with very good grades in state exams. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Lithuania
| Typical offer | Brandos Atestatas including scores of 80-90% in at least three state examinations (other than English). |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Luxembourg
| Typical offer | Pass the Diplome de Fin d’Etudes Secondaires with 48 points overall |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis.
|
Malaysia
| Typical offer | Sijil Tinggi Persekolahan Malaysia (STPM) with grades of AAA, Matriculation with a least a grade of 4 or UEC with an overall average grade A2 (80%). |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Netherlands
| Typical offer | Voorereidend Wetenschappelijk Onderwijs (VWO), normally with an average of at least 7. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis.
|
Nigeria
| Typical offer | You are expected to have one of the following:
You must also have a score of C6 or above in WAEC/SSC English. Where direct entry is unsuitable, we'll automatically consider you for one of our Foundation Years. Or you might want to apply to one of our International Foundation Years at the international Study Centre on Campus. Visit isc.sussex.ac.uk/our-courses/international-foundation-year or www.sussex.ac.uk/study/undergraduate/courses/foundation-years |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Norway
| Typical offer | Norwegian Vitnemal Fra Den Videregaende Opplaering - Pass with an overall average of 5 |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Pakistan
| Typical offer | You can apply for direct entry to Year 1 if you are completing at least two years of Bachelor degree studies. You'll normally need to complete a Foundation year after taking Intermediate Certificate or the Higher Secondary Certificate (HSC). You might choose one of our International Foundation Years at the International Study Centre on campus. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Poland
| Typical offer | Pass Matura with least 3 Extended level subjects including Mathematics in the 85th percentile.
|
|---|---|
| Additional requirements | Please note: Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Portugal
| Typical offer | Diploma de Ensino Secundario normally with an overall mark of 19/20. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Romania
| Typical offer | Diploma de Bacalaureat with an overall average of 9 including a score of 8 in Mathematics |
|---|---|
| Additional requirements | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Russia
| Typical offer | Applicants who have good grades in the Attestat o Srednem Obrazovami (Certificate of Secondary Education) and who have successfully completed the first year of a Russian University degree, with a minimum GPA of 4.0, will be considered for admission to the first year of our bachelor’s degree courses. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Singapore
| Typical offer | A-levels, as well as certain certificates and diplomas. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Slovakia
| Typical offer | Pass Vysvedčenie o maturitnej skúške (Maturita) with an average grade of 1.2 from 4 subjects including high scores in Mathematics.
|
|---|---|
| Additional requirements | Please note: Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Slovenia
| Typical offer | Secondary School Leaving Diploma or Matura with at least 26 points overall. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
South Africa
| Typical offer | National Senior Certificate with very good grades. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Spain
| Typical offer | Spanish Título de Bachillerato (LOGSE) with an overall average result of 8.5. |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Sri Lanka
| Typical offer | Sri Lankan A-levels. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Sweden
| Typical offer | Fullstandigt Slutbetyg/Högskoleförberedande Examen with a total of 2,500 credits to include A grades in the majority of subjects and to include grade A in Mathematics.
|
|---|---|
| Additional requirements | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Switzerland
| Typical offer | Federal Maturity Certificate. |
|---|---|
| Subject-specific knowledge | Evidence of existing academic ability at a high level in Mathematics is essential. |
| Please note | Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
Turkey
| Typical offer | We'll consider students who have taken the Lise Diplomasi or Lise Bitirme, with a score of at least 4/5 or 80/100 in their final year, on a case by case basis for direct entry to year 1. Where direct entry is unsuitable, we'll automatically consider you for one of our Foundation Years. Or you might want to apply to one of our International Foundation Years at the international Study Centre on Campus. Visit isc.sussex.ac.uk/our-courses/international-foundation-year or www.sussex.ac.uk/study/undergraduate/courses/foundation-years |
|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis.
|
USA
| Typical offer | We look at your full profile considering everything you are studying, including the High School Graduation Diploma, Grade 12 GPA, SAT tests and subject tests and/or ACT grades and AP tests. We expect to see a combination of these qualifications. Alongside your High School Graduation Diploma, we would ideally like to see 3 good AP scores with either, a combined SAT test score (evidence-based reading and writing and mathematics) of 1300, or a combined ACT score of 26 AP and SAT Subject tests Please check the individual course pages for our typical A-level offer and see below for the corresponding scores we would require from AP test scores:
We will also accept a combination of any 3 AP tests and SAT subject test where a score of 600 in an SAT subject test can be substituted for an AP test in the above table If you are applying for a degree with an A level subject requirement in Mathematics, Physics, Chemistry or Biology will normally need to hold an AP test in that subject. College level credits We also accept college level 3-credit courses in academic subjects as the equivalent of a UK A Level on a case by case basis. These can be combined with AP tests and or SAT subject tests Associate degrees An Associate degree with a GPA of 3.0 will meet our entry requirements for year 1. Foundation Year entry Students who have a High School Diploma and SAT or ACT tests only would be eligible to apply for our Foundation Year
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|---|---|---|---|---|---|---|---|---|---|---|---|
| Additional requirements | Evidence of existing academic ability in Mathematics to a high level is essential. Our entry requirements are guidelines and we assess all applications on a case-by-case basis. |
My country is not listed
If your qualifications aren’t listed or you have a question about entry requirements, contact us
English language requirements
IELTS (Academic)
6.0 overall, including at least 5.5 in each component
Check your IELTS qualification meets all of our language requirements
Other English language requirements
Proficiency tests
Cambridge Advanced Certificate in English (CAE)
169 overall, including at least 162 in each skill
Cambridge Certificate of Proficiency in English (CPE)
169 overall, including at least 162 in each skill
Duolingo English test
Standard - 120 overall with no component below 100
Check your Duolingo English test qualification meets all of our language requirements
Pearson (PTE Academic)
59 overall, including at least 59 in all four skills.
Check your Pearson (PTE Academic) qualification meets all of our language requirements
TOEFL (iBT)
80 overall, including at least 17 in Listening, 18 in Reading, 20 in Speaking, 17 in Writing.
Check your TOEFL qualification meets all of our language requirements
Find out more about TOEFL (iBT).
The TOEFL Institution Code for the University of Sussex is 9166.
English language qualifications
AS/A-level (GCE)
Grade C or above in English Language.
Hong Kong Advanced Level Examination (HKALE)/ AS or A Level: grade C or above in Use of English
GCE O-level
Grade C or above in English.
Brunei/Cambridge GCE O-level in English: grades 1-6.
Singapore/Cambridge GCE O-level in English: grades 1-6.
GCSE or IGCSE
Grade C or above in English as a First Language (grade 4 or above in GCSE from 2017).
Grade B or above in English as a Second Language
Ghana Senior Secondary School Certificate
If awarded before 1993: grades 1-6 in English language.
If awarded between 1993 and 2005: grades A-D in English language.
Hong Kong Diploma of Secondary Education (HKDSE)
Level 4, including at least 3 in each component in English Language.
Indian School Certificate (Standard XII)
The Indian School Certificate is accepted at the grades below when awarded by the following examination boards:
Central Board of Secondary Education (CBSE) – English Core only: 70%
Council for Indian School Certificate Examinations (CISCE) - English: 70% or Grade 3
International Baccalaureate Diploma (IB)
English A or English B at grade 5 or above.
Kenya Certificate of Secondary Education
Grades A – C in English
Malaysian Certificate of Education (SPM) 119/GCE O-level
If taken before the end of 2008: grades 1-5 in English Language.
If taken from 2009 onwards: grade C or above in English Language.
The qualification must be jointly awarded by the University of Cambridge Local Examinations Syndicate (UCLES).
West African Senior School Certificate
Grades 1-6 in English language when awarded by the West African Examinations Council (WAEC) or the National Examinations Council (NECO).
Country exceptions
Select to see the list of exempt English-speaking countries
If you are a national of one of the countries below, or if you have recently completed a qualification equivalent to a UK Bachelors degree or higher in one of these countries, you will normally meet our English requirements. Note that qualifications obtained by distance learning or awarded by studying outside these countries cannot be accepted for English language purposes.
You will normally be expected to have completed the qualification within two years before starting your course at Sussex. If the qualification was obtained earlier than this we would expect you to be able to demonstrate that you have maintained a good level of English, for example by living in an English-speaking country or working in an occupation that required you to use English regularly and to a high level.
Please note that this list is determined by the UK’s Home Office, not by the University of Sussex.
List of exempt countries
- Antigua and Barbuda
- Australia
- Bahamas
- Barbados
- Belize
- Canada**
- Dominica
- Grenada
- Guyana
- Ireland
- Jamaica
- New Zealand
- St Kitts and Nevis
- St Lucia
- St Vincent and the Grenadines
- Trinidad and Tobago
- United Kingdom
- USA
** Canada: you must be a national of Canada; other nationals not on this list who have a degree from a Canadian institution will not normally be exempt from needing to provide evidence of English.
Admissions information for applicants
| Transfers into Year 2 | No |
|---|
If your qualifications aren’t listed or you have a question about entry requirements, contact us
For details on any additional costs, check out the Fees and scholarships section.
Modules
This is a single-honours course, allowing you to focus in depth on your core subject.
Find out about our types of undergraduate degrees, their structure, modules and credits
Core modules
Core modules are taken by all students on the course. They give you a solid grounding in your chosen subject and prepare you to explore the topics that interest you most.
Autumn teaching
Spring teaching
We regularly review our modules to incorporate student feedback, staff expertise, as well as the latest research and teaching methodology. We’re planning to run these modules in the academic year 2023/24. However, there may be changes to these modules in response to COVID-19, staff availability, student demand or updates to our curriculum. We’ll make sure to let our applicants know of material changes to modules at the earliest opportunity.
We’ll do our best to provide as much optional choice as we can, but timetabling constraints mean it may not be possible to take some module combinations. The structure of a small number of courses means that the order of modules or the streams you choose may determine whether modules are core or optional. This means that your core modules or options may differ from what’s shown below.
We’ll display the modules running in the academic year 2024/25 as soon as possible.
Core modules
Core modules are taken by all students on the course. They give you a solid grounding in your chosen subject and prepare you to explore the topics that interest you most.
Autumn teaching
- Algebra
- Calculus of Several Variables
- Introduction to Probability
- Ordinary Differential Equations
- Summer Research Placement 1
Spring teaching
We regularly review our modules to incorporate student feedback, staff expertise, as well as the latest research and teaching methodology. We’re planning to run these modules in the academic year 2023/24. However, there may be changes to these modules in response to COVID-19, staff availability, student demand or updates to our curriculum. We’ll make sure to let our applicants know of material changes to modules at the earliest opportunity.
We’ll do our best to provide as much optional choice as we can, but timetabling constraints mean it may not be possible to take some module combinations. The structure of a small number of courses means that the order of modules or the streams you choose may determine whether modules are core or optional. This means that your core modules or options may differ from what’s shown below.
We’ll display the modules running in the academic year 2024/25 as soon as possible.
Core modules
Core modules are taken by all students on the course. They give you a solid grounding in your chosen subject and prepare you to explore the topics that interest you most.
Autumn teaching
Options
Alongside your core modules, you can choose options to broaden your horizons and tailor your course to your interests. This list gives you a flavour of our options, which are kept under review and may change, for example in response to student feedback or the latest research.
While it’s our aim for students to take their preferred combinations of options, this can’t be guaranteed and will be subject to timetabling. Options may be grouped and if so, students will be able to choose a set number of options from the selection available in any particular group.
Autumn teaching
- Advanced Numerical Analysis (L.6)
- Communicating STEM
- Computing for Data Analytics and Finance (L6)
- E-Business and E-Commerce Systems
- Financial Mathematics (L.6)
- Functional Analysis (L.6)
- Introduction to Mathematical Biology
- Linear Statistical Models (L6)
- Measure Theory with Applications (L.6)
- Partial Differential Equations
- Probability Models (L6)
- Topology and Advanced Analysis (L6)
Spring teaching
- Advanced Partial Differential Equations (L.6)
- Continuum Mechanics (L6)
- Cryptography (L.6)
- Dynamical Systems
- Monte Carlo Simulations (L6)
- Numerical Solution of Partial Differential Equations (L.6)
- Perturbation theory and calculus of variations
- Random processes (L.6)
- Researching STEM
- Statistical Inference (L.6)
We regularly review our modules to incorporate student feedback, staff expertise, as well as the latest research and teaching methodology. We’re planning to run these modules in the academic year 2023/24. However, there may be changes to these modules in response to COVID-19, staff availability, student demand or updates to our curriculum. We’ll make sure to let our applicants know of material changes to modules at the earliest opportunity.
We’ll do our best to provide as much optional choice as we can, but timetabling constraints mean it may not be possible to take some module combinations. The structure of a small number of courses means that the order of modules or the streams you choose may determine whether modules are core or optional. This means that your core modules or options may differ from what’s shown below.
We’ll display the modules running in the academic year 2024/25 as soon as possible.
Core modules
Core modules are taken by all students on the course. They give you a solid grounding in your chosen subject and prepare you to explore the topics that interest you most.
Autumn teaching
Autumn and spring teaching
Options
Alongside your core modules, you can choose options to broaden your horizons and tailor your course to your interests. This list gives you a flavour of our options, which are kept under review and may change, for example in response to student feedback or the latest research.
While it’s our aim for students to take their preferred combinations of options, this can’t be guaranteed and will be subject to timetabling. Options may be grouped and if so, students will be able to choose a set number of options from the selection available in any particular group.
Autumn teaching
- Advanced Numerical Analysis (L.7)
- Cosmology
- E-Business and E-Commerce Systems
- Financial Mathematics (L.7)
- Functional Analysis (L.7)
- Linear Statistical Models (L7)
- Measure Theory with Applications (L.7)
- Probability Models (L7)
- Programming in C++
- Programming through Python
- Topology and Advanced Analysis (L7)
Spring teaching
- Advanced Partial Differential Equations (L.7)
- Continuum Mechanics (L7)
- Cryptography (L.7)
- Financial Portfolio Analysis
- Mathematical Models in Finance and Industry
- Monte Carlo Simulations (L7)
- Numerical Solution of Partial Differential Equations (L.7)
- Random processes (L.7)
- Statistical Inference (L.7)
We regularly review our modules to incorporate student feedback, staff expertise, as well as the latest research and teaching methodology. We’re planning to run these modules in the academic year 2023/24. However, there may be changes to these modules in response to COVID-19, staff availability, student demand or updates to our curriculum. We’ll make sure to let our applicants know of material changes to modules at the earliest opportunity.
We’ll do our best to provide as much optional choice as we can, but timetabling constraints mean it may not be possible to take some module combinations. The structure of a small number of courses means that the order of modules or the streams you choose may determine whether modules are core or optional. This means that your core modules or options may differ from what’s shown below.
We’ll display the modules running in the academic year 2024/25 as soon as possible.
Research placements (each summer throughout this degree)
Each summer throughout your degree you can apply to do a research placement based at Sussex.
Research in the Department of Mathematics plays an important role in the current development of areas as diverse as:
- analysis and partial differential equations
- mathematical physics
- mathematics applied to biology
- numerical analysis and scientific computing
- probability and statistics.
On your research placement, you work on cutting-edge projects that contribute to the work of the research group you’re placed with.
These are a great way to gain practical experience of Mathematics research, and receive unique training for your future career. You’ll also receive funding to cover your living expenses during any placements you take.
Find out about other placements and internships
Students and staff share their experiences of Mathematics at Sussex
Our staff
What I find most rewarding in teaching is seeing my students’ enthusiasm for learning and supporting their curiosity for a deeper understanding of Mathematics.”Dr Masoumeh Dashti
Senior Lecturer in Mathematics
Dr Chandrasekhar Venkataraman
Senior Lecturer In Mathematics
Fees
Fees are not yet set for the academic year 2024/25 – please check back in September 2023. Note that your fees, once they’re set, may be subject to an increase on an annual basis.
Find out about typical living costs for studying at Sussex
Find out about our terms and conditions
Scholarships
Details of our scholarships are not yet set for entry in the academic year 2024/25.
Careers
You can be confident that our courses provide you with the necessary skills and experience to secure employment or further studies with some of the world’s leading institutions.
You’ll have a wide range of paid work opportunities within the Department – from teaching and research opportunities in the summer, to outreach roles throughout the year.
There are plenty of opportunities for you to develop your careers skills, including:
- talks by potential employers
- advice on choosing a career path
- CV and application writing
- preparing for job interviews.
Our graduates go onto a range of careers in finance and accounting, digital media, teaching, engineering and healthcare.
What to do with a Mathematics degree
Explore the careers you might be interested in after studying for a degree in Mathematics
Working while you study
Our Careers and Entrepreneurship team can help you find part-time work while you study. Find out more about career development and part-time work
The teaching is top class and you learn vital transferable skills that lay the foundation for a successful career.Conor Osborne
Mathematics (research placement) MMath