The University of Edinburgh, founded in 1583, is a public research university located in Edinburgh, Scotland. It is the sixth oldest university in the English-speaking world and one of Scotland's ancient universities. The university has a long and rich history, and has produced many notable alumni in a variety of fields, including science, literature, and politics. Today, the University of Edinburgh is a leading research-intensive university, with a global reputation for academic excellence and a strong commitment to innovation and entrepreneurship. It is consistently ranked among the top universities in the UK and the world.

This is a four-year programme.

In your first two years you will study mathematics alongside your chosen arts humanities or social sciences subject. At this stage the mathematics courses are compulsory. This allows you to develop as a well-rounded mathematician and widens your options for specialisation later on.

In the final two years of your programme you will study mathematics only.

Year 3 is where you can begin to specialise in an area of mathematics while still taking some core compulsory courses. This gives you free choice of courses in Year 4 when you can specialise in your particular area of interest.

Year 1
You will take three compulsory courses:

Introduction to Linear Algebra
Calculus and its Applications
Proofs and Problem Solving
These are common to all our mathematics programmes and will take up half of your timetable.

They build on your knowledge of pure mathematics and introduce you to the more rigorous ways of mathematical thinking required at university level.

Optional courses
The remainder of your timetable will mostly be made up of your arts subjects. We do however offer optional mathematics courses such as:

Introduction to Data Science - where you will learn to collect and explore data before using models and predictions to make rigorous conclusions.
Fundamentals of Algebra and Calculus - an online introductory course that provides extra preparation in key topics from advanced high school level mathematics and supports your transition to university.
Support
You will receive support from the MathsBase our popular walk-in help centre and from our Mathematics Student Support Team.

Year 1 students also have the option of taking part in the peer-assisted learning scheme MathPALS.

You will also be able to join MathClans. This is a student-led initiative that helps new students join and settle into the School of Mathematics community.

Year 2
In Year 2 you will spend between half and two-thirds of your time on mathematics.

The following courses are compulsory. They extend your knowledge of calculus probability and analysis and introduce you to the abstract ideas of group theory. You will also cover topics in statistics and applied mathematics. Compulsory courses include:

Fundamentals of Pure Mathematics
Several Variable Calculus and Differential Equations
Statistics
Computing and Numerics
Probability
Optional and outside courses
Facets of Mathematics is our optional Year 2 course. In this course you will explore the wide range of applications of mathematics and develop your skills in teamwork and presenting mathematics. It is assessed by coursework only.

You will spend the rest of your time studying your chosen outside subject.

Support
From this year onwards you can use the MathsHub our student-run social centre and workspace.

Year 3
From this year onwards you will focus on the main subjects of your programme.

You will study four compulsory mathematics courses:

Honours Algebra
Honours Analysis
Honours Complex Variables
Honours Differential Equations
These courses provide an excellent grounding in advanced mathematics and prepare you for the options available later on.

Each honours course contains a skills component. This enables you to develop valuable employability skills such as:

programming
group work
presentation skills
Optional courses
The rest of your time will be spent studying other courses from the School of Mathematics. This is when you will begin to specialise and narrow your mathematical focus.

Current optional courses include:

Financial Mathematics
Introduction to Number Theory
Statistical Computing
Year 4
In Year 4 you will complete at least one of the following:

a research project
our Mathematical Education course
our Statistical Case Studies course
Research project
Completing the project allows you to research a topic in-depth. You can do this as a group or individually.

Mathematical Education course
You will learn about the theories of learning and teaching mathematics. Then you will put your knowledge into practice; complete short placements at local primary schools or organise revision sessions for local Advanced Higher students.

Statistical Case Studies course
This course allows you to undertake consultancy-style projects as part of a team. Projects will focus on data analysis problems that use complex real-world data.

Optional courses
You will also choose from a wide range of mathematics courses to create a programme that suits your particular interests and career aspirations.

Our course offering is influenced by our School's varied research interests. We offer a large selection of courses in:

pure mathematics
applied mathematics
statistics
operational research
financial mathematics
mathematical biology
mathematical education
Current course options include:

General Topology
Symmetry and Geometry
Stochastic Modelling
Entrepreneurship in the Mathematical Sciences

The University of Edinburgh is a world-class research-intensive university that has been shaping the minds of students for over four centuries. Founded in 1583, it is one of Scotland's ancient universities and the sixth oldest university in the English-speaking world. The university is located in the beautiful and historic city of Edinburgh, which is known for its rich cultural heritage, stunning architecture, and lively atmosphere.

The University of Edinburgh offers a wide range of undergraduate and graduate programs in a variety of disciplines, including arts, humanities, social sciences, sciences, engineering, medicine, business, and law. The university has a strong reputation for academic excellence, and its graduates are known for their high level of education and employability. The university is home to some of the world's most respected research centers and institutes, including the Edinburgh College of Art, the Royal Observatory, and the Human Communication Research Centre.

Throughout its history, the University of Edinburgh has produced many notable alumni, including economist Adam Smith, philosopher David Hume, and Sir Walter Scott, one of Scotland's most famous writers. The university has also produced seven Nobel Prize winners, including Alexander Fleming, the discoverer of penicillin, and Peter Higgs, who proposed the Higgs boson particle.

The University of Edinburgh is also known for its commitment to innovation and entrepreneurship. It is home to several leading research centers and institutes that specialize in areas such as artificial intelligence, biotechnology, and sustainable energy. The university also has a strong emphasis on student engagement, and it encourages students to participate in extracurricular activities, clubs and societies, and volunteer work.

The University of Edinburgh is a diverse and inclusive community, with students and staff from all over the world. The university provides students with a supportive and challenging environment, where they can develop the skills and knowledge they need to succeed in their chosen fields. The University of Edinburgh is consistently ranked among the top universities in the UK and the world, making it an excellent choice for students who are looking for a high-quality education and a great student experience.

You will need to book the accommodation after you have been accepted.

You can choose to live on campus or off campus in private accommodation.

• Make a booking online after you have been accepted (in this case please let us know your choice when you apply).
• Register when you arrive - its not possible to reserve a room before arriving. You can arrive a few days before and book it