COURSE CURRICULUM

The Mathematics degree offers a rigorous and comprehensive education designed to develop strong analytical, computational, and theoretical skills. In Year 1, students build a solid foundation in core mathematical disciplines. Modules such as Vectors and Matrices and Calculus and Mathematical Analysis strengthen algebraic and calculus skills, while Discrete Mathematics introduces the logic and structure essential for algorithmic thinking. Courses like Analysis of Data and Probability and Randomness focus on data analysis and statistical reasoning, while Mathematical Coding equips students with programming and numerical analysis skills. Our Mathematical World contextualises mathematical knowledge within historical and cultural perspectives.In Year 2, students deepen their understanding of mathematical theory and its applications. Topics such as Numerical Mathematics and Vector Calculus extend analytical and computational methods, while Operational Research: Linear Programming and Simulation and Modelling explore practical problem-solving for business and engineering. Statistical Data Analysis and Time Series offers a comprehensive view of modern data techniques, including supervised and unsupervised learning. The modules taken in this year help students bridge theoretical mathematics with real-world application.Year 3 allows students to tailor their studies through a mix of core projects and a wide range of optional modules. Project options include the Research Methods and Mathematics Project, a Mathematics Work Placement, or participation in the Undergraduate Ambassadors Scheme, which supports teaching experience in schools. Optional modules span various disciplines such as financial mathematics, actuarial science, machine learning, optimisation, coding theory, and life sciences. Courses like Financial Time Series and Modelling and Analysis of Financial Instruments offer insights into finance and investment, while modules such as Bayesian Methods and Partial Differential Equations prepare students for more specialised or academic paths.Across the three years, the program combines mathematical theory with practical tools and real-world applications, preparing students for careers in data science, finance, actuarial work, education, and beyond. The flexibility of final-year options ensures that graduates can align their studies with their career goals or further academic pursuits.