Mathematics at Birkbeck, University of London - UCAS

Course options

There are other course options available which may have a different vacancy status or entry requirements – view the full list of options

Course summary

Our BSc Mathematics provides you with a broad education in mathematical sciences and their modern applications to commerce and the natural and social sciences, such as:

  • game theory
  • cryptography
  • the mathematics of networks.
This mathematics degree covers theoretical aspects of the subject as well as methods and modelling techniques. You will develop an understanding of a range of mathematical skills, together with the abstract background to help you make sense of this material. This BSc Mathematics course also has a flexible structure enabling you to follow your interests, choosing option modules from other departments if you wish. For instance, for 2023-24 entry you can choose option modules that allow you to combine mathematics with economics, accounting or management in your degree to graduate with a BSc Mathematics with Economics, BSc Mathematics with Accounting or BSc Mathematics with Management. A mathematics or statistics graduate is highly numerate. But studying mathematics is also excellent training in logical thought. Mathematicians are not satisfied with an observation until they have proved it to be true. By learning mathematics and statistics, you learn to construct reasoned, structured arguments. The tools of analysis, whether it be modelling situations with appropriate equations or using statistics to analyse data sets and test hypotheses, have countless applications. Highlights
  • We have an excellent reputation for the quality of our academic research and teaching. We offer a full range of academic programmes in economics, finance, mathematics and statistics and we regularly provide customised training to various public and private sector organisations.
  • We provide a broad education in mathematical sciences and their modern applications to commerce and the natural and social sciences, such as game theory, cryptography and the mathematics of networks. Our courses cover the theoretical background, as well as methods and modelling techniques, and equip you with a wide range of mathematical skills. The course has a flexible structure enabling you to choose option modules in other subject areas if you wish.
  • Mathematical sciences are highly valued by employers, and our graduates go on to successful careers in business and finance, statistics, research and analysis, management, consultancy and teaching, among many others.
  • You will have access to Moodle, our online learning resource, where all information and materials relating to your programme of study and modules are available. You will also have access to the Birkbeck Library and e-Library where you can obtain books and journal articles required for your studies.
Careers and employability Training in the mathematical sciences is highly valued by employers. Graduates in these subjects are in great demand and earn on average 10% more than other graduates. Around 35% have jobs in business or finance, with the next most popular choice being teaching, at around 10%. Graduates can pursue career paths in business and finance, statistics and analysis, or education. Possible professions include:
  • actuary
  • operational researcher
  • mathematical research scientist
  • secondary school teacher
  • statistician.
We offer a comprehensive careers service - Careers and Enterprise - your career partner during your time at Birkbeck and beyond. At every stage of your career journey, we empower you to take ownership of your future, helping you to make the connection between your experience, education and future ambitions.

Modules

For information about course structure and the modules you will be studying, please visit Birkbeck’s online prospectus.

Assessment method

Coursework makes up at least 20% of the assessment of all modules. Most modules also have an examination in the summer term.


How to apply

Application codes

Course code:
G100
Institution code:
B24
Campus name:
Main Site
Campus code:
-

Points of entry

The following entry points are available for this course:

  • Year 1

This course may be available at alternative locations, please check if other course options are available

International applicants

If English is not your first language or you have not previously studied in English, our usual requirement is the equivalent of an International English Language Testing System (IELTS Academic Test) score of 6.5, with not less than 6.0 in each of the sub-tests. We also accept other English language tests.

Entry requirements

Qualification requirements

We welcome applicants without traditional entry qualifications as we base decisions on our own assessment of qualifications, knowledge and previous work experience. We may waive formal entry requirements based on judgement of academic potential. If you have no previous Level 3 mathematics qualifications we recommend that you apply for the part-time evening study programme over four years. FOUNDATION YEAR DEGREES Our 'with Foundation Year' route is designed to give you extra support as it provides you with an additional year (full-time) or two years (part-time) of supported study. This is an ideal route if you are returning to study after a gap, or if you have not previously studied this subject, or if you did not achieve the grades you need for a place on this degree. Once you successfully complete your Foundation Year studies, you will automatically advance onto the main degree.


Student Outcomes

Operated by the Office for Students

There is no data available for this course. For further information visit the Discover Uni website.

Fees and funding

Tuition fees

England £9250 Year 1
Northern Ireland £9250 Year 1
Scotland £9250 Year 1
Wales £9250 Year 1
International £17620 Year 1

Additional fee information

Students are charged a tuition fee in each year of their course. Tuition fees for students continuing on their course in following years may be subject to annual inflationary increases.
Mathematics at Birkbeck, University of London - UCAS