Mathematics (International Study)

Basic Information

Course ID
da9b1eb9-7aad-53bf-c37d-30119187de75
Option ID
7ef96eed-1525-4901-b3ce-6befc1348031
Provider
University of Nottingham
Type
undergraduate
Academic Year
2026
Source
ucas
Created
2/25/2026, 5:30:04 AM
Updated
3/28/2026, 9:09:40 AM

Other Options for this Course

No other options

Listing Data (Raw)

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    "summary": "This course provides an exciting opportunity to study mathematics abroad. You can choose from countries including Australia, Canada, France plus many others. The year abroad enables you to experience a new culture and improve your language skills.\n\nAre you fascinated by abstract concepts such as infinity and symmetry? Do you want to develop your skills in problem solving and analysis? Our BSc Mathematics (International Study) will prepare you for a career in which you can apply the knowledge and skills you have learnt. The course will enable you to enhance and develop your transferable skills in project work, group study and presentations.\n\nThere's a range of specialised modules across all branches of mathematics, based upon our diverse research interests. Our academics are working on problems that span:\n+ medicine, biotechnology and food security\n\n\n+  epidemic modelling\n\n\n+ fluid mechanics, with applications in industry and biology\n\n\n+  statistical machine learning\n\n\n+  algebra and number theory\n\n\n+  mathematical finance\n\n\n**Courses for students, by students**\nOur co-created curriculum is redefining studying maths. Imagine being part of a vibrant community where students have actively shaped the degree programmes. \n\nWe believe in collaboration, and that's why our students, industry professionals, and alumni joined forces with our dedicated staff to design degrees suitable for the real world. As you would expect there is emphasis on mathematical concepts and techniques, but with a practical application too.\n\nWant to find out more?\n\n**About mathematics at the University of Nottingham**\nThe first year of this accredited degree gives you a flavour of the different areas of mathematics on offer. You will cover topics spanning applied mathematics, pure mathematics, statistics and probability. You will work individually and in groups to solve real-world problems using advanced theories and techniques.\n\nIt helps you to decide what you enjoy and if there are areas in which you want to specialise.\n\nLater topics include:\n+ abstract mathematical structures\n\n\n+  ordinary and partial differential equations\n\n\n+  probabilistic and statistical models\n\n\n+  mathematical finance\n\n\n+  quantum mechanics and relativity\n\n\n**Putting your maths into practice**\nThere are lots of opportunities to apply your knowledge in a real-world context, by working together with other students and lecturers to tackle complex problems from industry and academia.\n\nWe work closely with our industry partners and alumni to ensure the course is matched to employer needs so you can enter the workplace confident in the skills and knowledge you've gained.\n\n**Careers and employability**\nMany of our graduates use the mathematical principles and techniques they have developed for jobs in:\n+ data analytics\n\n\n+ engineering\n\n\n+ finance\n\n\n+ medicine\n\n\n+ software development\n\n\n+ teaching\n\n\nOthers use their transferable skills of analytical thinking and problem-solving in non-scientific roles such as management and consultancy.\n\n**Why choose this course?**\n+ **Spend time abroad** - gain confidence and amazing experiences. Read what it's like to study abroad and how it can open new doors for adventures, connections and opportunities.\n\n\n+  **Attend guest lectures** - join talks and workshops run by our Industrial Advisory Group and alumni\n\n\n+  **Transferable skills** - in group work, presentations and projects\n\n\n+  **PASS** - students in higher years help with first-year topics and support you to settle in (Peer-Assisted Study Support programme)\n\n\n+  **Learn a language** - broaden your career options by learning a language alongside your degree\n",
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