Program Overview
The Mathematics with Education at Imperial College London is a MSc programme in Education over 48 months, delivered On-campus. This programme equips graduates with advanced knowledge and practical skills for professional and academic careers in the field.
Students gain a rigorous grounding in both the theoretical foundations and applied dimensions of education. The programme combines coursework, research components, and practical projects that develop critical thinking, problem-solving, and specialist expertise relevant to industry and research needs.
Graduates of the Mathematics with Education programme are well-prepared for careers in academia, industry, government, and the private sector across United Kingdom and internationally. The programme provides an internationally recognised qualification within the Bologna higher education framework.
Key Program Features
- Duration: 48 months
- Language of instruction: English
- Study mode: On-campus
- English requirement: IELTS 7
- Location: London, United Kingdom
Career Opportunities
Graduates of the Mathematics with Education programme are prepared for diverse careers in education:
- Teacher / Lecturer
- Educational Consultant
- Curriculum Designer
- School Administrator
- Education Policy Researcher
- Training Specialist
Program Curriculum
Course Structure
- Analysis I
- Algebra I
- Foundations of Analysis
- Geometry and Linear Algebra
- Mathematical Methods I
- Mathematical Methods II
- Mechanics
- Probability and Statistics I
- There is a practical course on Computation running through the first year programme, currently using Maple and Matlab. This is examined primarily by project.
- Algebra II
- Complex Analysis
- Differential Equations
- Real Analysis
- Multivariable Calculus
- Introduction to Numerical Theory
- Probability and Statistics II
- You then choose one course from the following options:
- Non-linear Waves
- Metric Spaces and Topology
- Statistical Modelling I
- HUMANITIES
- Philosophy I
- Controversies and Ethical Dilemmas in Science and Technology
- European History: 1870 \x96 1989
- Politics
- History of Science
- Global History of Twentieth Century Things
- History of Medicine
- Music and Western Civilisation
- Communicating Science: The Public and the Media
- Humanities Essay
- Creative Writing
- Music Technology
- Philosophies of Science: Theory, Society and Communications
- BUSINESS SCHOOL
- Finance and Financial Management
- Innovation Management
- Managerial Economics
- APPLIED MATHEMATICS/MATHEMATICAL PHYSICS/NUMERICAL ANALYSIS
- Fluids:
- Fluid Dynamics I *
- Fluid Dynamics II *
- Introduction to Geophysical Fluid Dynamics *
- Hydrodynamic Stability
- Vortex Dynamics
- Asymptotic Analysis *
- Dynamics:
- Dynamical Systems *
- Chaos and Fractals *
- Bifurcation Theory *
- Ergodic Theory: Seminar Course
- Advanced Dynamical Systems: Seminar Course
- Geometric Mechanics I: Dynamics and Symmetry *
- Geometric Mechanics II: Rotating, Translating and Rolling *
- Integrable Systems
- Finance:
- Mathematical Finance *
- Biology:
- Mathematical Biology I: Molecular Topology and Stereochemistry *
- Mathematical Biology of the Cell *
- Mathematical physics:
- Mathematical Physics I: Quantum Mechanics *
- Special Relativity and Electromagnetism *
- Tensor Calculus and General Relativity *
- Partial Differential Equations *
- Methods of Mathematical Physics *
- Mathematical Physics II: Statistical Mechanics
- Applied Stochastic Processes
- Numerical analysis/computation:
- Numerical Solution of Ordinary Differential Equations *
- Computational Partial Differential Equations I *
- Scientific Computation *
- PURE MATHEMATICS
- Analysis:
- Probability *
- Functional Analysis *
- Fourier Analysis and Theory of Distributions *
- Measure and Integration *
- Analytic Methods in Partial Differential Equations
- Stochastic Filtering
- Introduction to Infinite Dimensional Analysis
- Geometry:
- Geometry of Curves and Surfaces *
- Geometry I: Algebraic Curves *
- Geometry II: Algebraic Topology *
- Computational Algebra and Geometry *
- Riemannian Geometry
- Manifolds
- Differential Topology
- Complex Manifolds
- Algebra and discrete mathematics:
- Algebra III *
- Group Theory *
- Galois Theory *
- Group Representation Theory *
- Algebraic Combinatorics *
- Groups and Representations
- Lie Algebras
- Commutative Algebra
- Number theory:
- Number Theory *
- Algebraic Number Theory *
- Analytic Number Theory *
- Number Theory: Elliptic Curves
- STATISTICS
- Statistical Theory I *
- Statistical Modelling II *
- Applied Probability *
- Statistical Pattern Recognition *
- Time Series *
- Stochastic Simulation *
- Games, Risks and Decisions *
- Survival Models and Actuarial Applications *
- Credit Scoring I *
- Credit Scoring II *
Admission Requirements
Academic Requirements
- You are recommended to take an A-level combination that includes both Mathematics and Further Mathematics. Competition for places is intense, so your application will be stronger if you are studying subjects with a high mathematical content.
- For Mathematics degrees (except joint Mathematics and Computer Science) the normal minimum entry requirement is A*A*A overall, to include:
- A* in Mathematics
- A* in Further Mathematics
- A in one other A-level (though not essential, strong candidates take Physics and/or Chemistry)
- Although we do not require passes in specific subjects at GCSE level, we do expect candidates to have a broad education. This can be shown by passes in a suitable range of subjects at that level, and we would normally expect at least five of these to be at grade A or A*.
- Joint Mathematics and Computer Science courses: Administration of applications for joint Mathematics and Computer Science is currently being dealt with by the Department of Computing. See the entry requirements.
- There is no formal language requirement for the Year in Europe courses, although applicants may be required to demonstrate a basic competence in a required language. Grade C at A-level, or grade B at AS level, or GCSE grade A can achieve this.
- If you can demonstrate that you are fluent in the language you do not need a formal language qualification. Language courses are available in the College for those who need to improve their standard.
- The entry requirements for MSci courses are the same as for BSc courses; however, progression into third/fourth year requires a good level of performance on the course, currently at upper second class level or better. Suitably qualified students may transfer onto the MSci courses at a later stage.
- For Mathematics degrees (except joint Mathematics and Computer Science) the normal minimum entry requirement is an overall score of 39 points, including 7 in Mathematics and 6 in Physics, Chemistry or Economics at higher level.
English Proficiency: IELTS 7 or equivalent.
Tuition & Financial Information
Detailed tuition information is not available. Please contact the university for the most current tuition and fee information.
Application Deadline
Please contact the university for application deadline information.
About Imperial College London
Imperial College London
London, United Kingdom
Imperial College London is a distinguished institution of higher education committed to academic excellence, innovative research, and preparing students for leadership in their chosen fields. The...
University Profile- Language English
- Duration 48 months