BSc Mathematics and Economics
Course Overview
This joint BSc in Mathematics and Economics provides a rigorous foundation in mathematical theory and its powerful applications within economic analysis. You will master quantitative techniques to model and solve complex real-world problems, from market behavior to national policy. The degree is offered in collaboration with the School of Economics, ensuring expert teaching across both disciplines.
Key Program Highlights
- Master core mathematical techniques in calculus, probability, and statistics to analyze economic phenomena.
- Gain a solid understanding of key economic principles, including microeconomics and macroeconomics.
- Choose a specialized economics pathway with a wide range of optional modules in later years.
- Develop vital professional skills through a final-year mathematics group project supervised by experts.
- Graduate with highly transferable skills for careers in government, finance, international trade, and data analysis.
Course Overview
This joint BSc in Mathematics and Economics provides a rigorous foundation in mathematical theory and its powerful applications within economic analysis. You will master quantitative techniques to model and solve complex real-world problems, from market behavior to national policy. The degree is offered in collaboration with the School of Economics, ensuring expert teaching across both disciplines.
Key Program Highlights
- Master core mathematical techniques in calculus, probability, and statistics to analyze economic phenomena.
- Gain a solid understanding of key economic principles, including microeconomics and macroeconomics.
- Choose a specialized economics pathway with a wide range of optional modules in later years.
- Develop vital professional skills through a final-year mathematics group project supervised by experts.
- Graduate with highly transferable skills for careers in government, finance, international trade, and data analysis.
Requirements
Modules
- Core Mathematics 1
- Core Mathematics 2
- Introduction to Macroeconomics
- Introduction to Microeconomics
- Probability and Statistics
- Complex Analysis
- Real Analysis
- Algebra
- Applied Mathematics
- Development Economics
- Econometric Theory II
- Econometric Theory I
- Environmental and Resource Economics
- Experimental and Behavioural Economics
- Financial Economics
- Industrial Economics
- International Trade
- Labour Economics
- Macroeconomic Theory
- Microeconomic Theory
- Monetary Economics
- Political Economy
- Markov Chains
- Methods for Probability and Statistics
- Public Sector Economics
- Scientific Computation
- Linear Models
- Dissertation A
- Advanced Development Economics
- Advanced Econometric Theory
- Advanced Economic History
- Advanced Experimental and Behavioural Economics
- Advanced Financial Economics
- Advanced Industrial Economics
- Advanced International Trade
- Advanced Labour Economics
- Advanced Macroeconomics
- Advanced Mathematical Economics
- Advanced Microeconomics
- Advanced Monetary Economics
- Advanced Political Economy
- Advanced Public Economics
- Applied Statistical Modelling
- Coding and Cryptography
- Discrete Mathematics and Graph Theory
- Dissertation B
- Game Theory
- International Money and Macroeconomics
- Mathematical Finance
- Mathematics Group Projects
- Metric and Topological Spaces
- Multivariate Analysis
- Numerical Methods in Economics
- Optimisation
- Statistical Inference
- Stochastic Models
- Time Series Analysis
