Mathematics

Mathematics at the University of Dundee offers a comprehensive and rigorous exploration of the fundamental principles that underpin the logical and quantitative aspects of the world around us. This programme is designed to develop students' analytical and problem-solving skills, equipping them with a deep understanding of mathematical theories, methods, and their applications across various disciplines. Throughout the course, students will engage with a wide range of topics, including pure mathematics such as algebra, calculus, and geometry, as well as applied mathematics areas like statistics, numerical analysis, and mathematical modelling. The curriculum emphasizes both theoretical foundations and practical skills, preparing graduates for diverse careers in academia, industry, finance, data science, engineering, and technology. In addition to core modules, students have opportunities to specialise in areas such as cryptography, computational mathematics, and mathematical physics, tailoring their learning to their interests and career aspirations. The programme is delivered through a combination of lectures, tutorials, and project work, enabling students to work independently and collaboratively. The University of Dundee provides state-of-the-art facilities and a stimulating learning environment, supported by experienced faculty members dedicated to research-led teaching. Students also benefit from various extracurricular activities, including seminars, workshops, and links with local industries, that enhance practical understanding and professional development. The programme culminates in a dissertation or research project, encouraging original thinking and inquiry. Graduates of the BSc Mathematics programme are well-prepared for further study or entry into a competitive job market, with many alumni progressing to postgraduate study, teaching, finance, computing, or roles within scientific research. With a commitment to fostering analytical reasoning, creativity, and resilience, Dundee's Mathematics degree offers a solid foundation for a successful career in a data-driven world.

Detailed Course Facts

• EUR 2060 Year (EEA)
• EUR 12630 Year (Non-EEA)

Tuition fees are approximate and dependent upon currency exchange rates.

• English

Course Content

Level 1

At Level 1, one third of your time is devoted to Mathematics, one third to a joint subject (if applicable) and one third to another subject of your choice.

The Mathematics modules cover calculus, algebra, geometry and trigonometry. They will provide you with an introduction to university mathematics, following on from material that you will have studied at school.

Level 2

At Level 2, students taking a degree fully within Mathematics spend one half (and preferably two thirds) of their time is devoted to Mathematics, joint honours students again split one third Mathematics, one third to a joint subject and one third to another subject of their choice.

Two Level 2 modules extend topics in calculus and linear algebra covered at Level 1. Another pair of Mathematics modules at Level 2 will give you an introduction to Statistics and Discrete Mathematics and, optionally, Mechanics.

Level 3

On entry to Level 3, you will have the choice of following either a degree programme entirely within Mathematics or a joint Honours degree programme.

Students study a total of either modules, for a degree wholly within Mathematics, all eight modules are taken, for a joint Honours degree with Mathematics, four modules are chosen, of which the first two named below are compulsory:

- Mathematical Methods

- Differential Equations

- Analysis

- Complex Analysis

- Differential Geometry

- Fundamentals of Scientific Computing

- Graph Theory

- Operational Research

Level 4

At Level 4 you enrol for six modules in areas that relate to our research strengths. There is also an additional project work module, which includes training in personal transferable skills, a selection of mini-projects and one extended project.

Joint Honours students take either four of the six modules or the Honours Project and two of the six modules:

- Mathematical Biology I

- Mathematical Biology II

- Mathematics of Fluids and Plasmas I: Fluid Dynamics

- Mathematics of Fluids and Plasmas II: Magnetohydrodynamics

- Ordinary Differential Equations and their Approximation

- Partial Differential Equations and their Approximation

Requirements

- Minimum Requirements:

SQA Higher: ABBB

GCE A-Level: BCC

ILC Higher: ABBB

IB Diploma: 30 points with 5, 5, 5 at HL

- Essential Subjects:

Mathematics at B (Higher, A-L, ILC H, HL)

- Advanced Entry (to level 2):

SQA Advanced Higher: BB+BB (H) in different subjects

GCE A-Level: ABB

IB Diploma: 34 points with 6, 6, 5 at HL

- Essential Subjects:

Mathematics at B (AH, A-L, HL)

Work Experience

No work experience is required.

Related Scholarships*

• Academic Excellence Scholarship

  "The Academic Excellence Scholarship can provide up to a 50 % reduction in tuition per semester. These scholarships will be renewed if the student maintains superior academic performance during each semester of their 3-year Bachelor programme. The scholarship will be directly applied to the student’s tuition fees."

• Access Bursary

  Bursary for UK students all subjects where the variable tuition fee rate is payable.

• Alumni Bursary

  Alumni Bursary for UK Undergraduate students

* The scholarships shown on this page are suggestions first and foremost. They could be offered by other organisations than University of Dundee.

The Bachelor of Science (BSc) in Mathematics at the University of Dundee offers students a comprehensive and rigorous education in mathematical theories, techniques, and applications. This programme is designed to develop students' problem-solving skills, analytical thinking, and mathematical reasoning. Throughout the course, students gain a deep understanding of core areas such as calculus, algebra, statistics, and mathematical modeling, alongside specialized modules in areas like discrete mathematics, theoretical mathematics, and applied mathematics. The programme emphasizes both theoretical understanding and practical application, preparing graduates for careers in diverse fields including finance, engineering, data science, and research.

The course structure typically incorporates a combination of lectures, tutorials, workshops, and independent study. Students are encouraged to participate in research projects, group work, and presentations to enhance their communication and teamwork skills. The programme also offers opportunities for placements and internships, providing real-world experience and industry exposure. In addition, students can benefit from access to the university's modern facilities, including computer labs equipped with mathematical and statistical software.

The University of Dundee's Department of Mathematics has a strong reputation for research and teaching excellence. Faculty members are active researchers in various fields, contributing to advancements in pure mathematics, applied mathematics, and computational methods. Students are often involved in research activities and are encouraged to attend seminars, workshops, and conferences. The programme aims to produce graduates who are not only proficient in mathematical techniques but also capable of applying these skills to solve complex problems in diverse professional contexts.

The duration of the programme is typically three years for full-time students, with options for part-time study. The university offers a range of support services, including academic guidance, career counseling, and study skills workshops, to ensure student success. Graduates of the programme are well-equipped to pursue further study at the postgraduate level or enter employment across various sectors. The university maintains strong links with industry partners and alumni networks, facilitating graduate employment and professional development. Overall, the Mathematics BSc at Dundee provides a solid foundation for a variety of career paths and a stimulating academic environment for those passionate about mathematics.