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The Department of Mathematics is an international community of scholars, engaged in world-class research. We are committed to excellence in teaching with a special emphasis on small groups and a friendly atmosphere.

Undergraduate students

Academic requirements

You must have an appropriate mathematical background to study in the Department.

Choosing your modules

Please see the list of modules below. This list is indicative of the type of modules which may be available during your study period. Please note not all modules advertised in the module catalogue are available to exchange and visiting students. Module choice and registration will take place during the first supervisory meeting. Learning agreements (if applicable) cannot be signed until this meeting.

All modules offered in Semester 1 are examined in January. Examinations for Semester 2 take place in May. If you cannot take the examinations at this time you may not be admitted to these modules.

Postgraduate students

Academic requirements

You should hold an undergraduate degree in Mathematics or related subject.

Our courses will give you an idea of the modules we run:

Please contact us for further information.

English language requirements

IELTS: 6.0 with a minimum of 5.5 in each component (the language requirements are part way down this page. The other requirements are not relevant).  

For more information see our undergraduate English language requirements or our postgraduate English language requirements.

Teaching schedule

You can study in our department for the following periods only:

  • Full academic year
  • Semester 1 only
  • Semester 2 only

Examination and assessment

Assessment is mainly by examination during the Examination periods at the end of each Semester. Alternative Examination may be available, please contact the Department.

Start your application

Contact us

Emilie Dufresne
International Officer

emilie.dufresne@york.ac.uk

Undergraduate and Postgraduate modules

Module Code Module Description Year / Stage Semester Credits ECTS
MAT00012C Foundations & Calculus 1 1 20 10
MAT00004C Introduction to Probability & Statistics 1 1 20 10
MAT00013C Introduction to Pure Mathematics 1 1 20 10
MAT00014C Multivariable Calculus & Matrices 1 2 20 10
MAT00003C Introduction to Applied Mathematics 1 2 20 10
MAT00015C Mathematical Programming & Skills 1 2 20 10
MAT00047I Vector & Complex Calculus 2 1 20 10
MAT00048I Classical Dynamics 2 1 20 10
MAT00048I Metric Spaces 2 1 20 10
MAT00045I Probability & Markov Chains 2 1 20 10
MAT00044I Actuarial Mathematics 2 1 20 10
MAT00050I Linear Algebra 2 2 20 10
MAT00049I Quantum & Continuum Dynamics 2 2 20 10
MAT00046I Groups, Rings & Fields 2 2 20 10
MAT00053I Statistical Inference & Linear Models 2 2 20 10
MAT00105H BSc Extended Independent Project (40 credits) 3 Over 1 and 2 40 10
MAT00081H Integral Transforms and Complex Methods 3 1 20 10
MAT00100H Statistical Pattern Recognition (also available at M-level) 3 1 20 10
MAT00103H Generalised Linear Models (also available at M-level) 3 1 20 10
MAT00101H Decision Theory & Bayesian Statistics (also available at M-level) 3 1 20 10
MAT00088H Mathematical Finance in Discrete Time (also available at M-level) 3 1 20 10
MAT00092H Mathematical modelling: nonlinearity, uncertainty, and computational methods (also available at M-level) 3 1 20 10
MAT00098H Partial Differential Equations (also available at M-level) 3 1 20 10
MAT00089H Quantum Theory and Quantum Information (also available at M-level for MSc only) 3 1 20 10
MAT00099H Groups, Actions & Galois Theory 3 1 20 10
MAT00087H Measure & Integration 3 1 20 10
MAT00082H Topology 3 1 20 10
MAT00091H MMath Group Project 3 2 20 10
MAT00080H Cryptography 3 2 20 10
MAT00084H Operations Research 3 2 20 10
MAT00094H Numerical Analysis 3 2 20 10
MAT00086H Multivariate Data Analysis (also available at M-level) 3 2 20 10
MAT00083H Time Series 3 2 20 10
MAT00097H Mathematical Finance in Continuous Time 3 2 20 10
MAT00093H Classical and Biological Fluid Dynamics (also available at M-level) 3 2 20 10
MAT00090H Mathematical Ecology, Epidemiology and Evolution (also available at M-level) 3 2 20 10
MAT00096H Quantum Mechanics 3 2 20 10
MAT00095H Electromagnetism & Special Relativity 3 2 20 10
MAT00102H Differential geometry 3 2 20 10
MAT00085H Number Theory 3 2 20 10
MAT00117M MMath Extended Independent Project (40 credits) M 1 20 10
MAT00106M Directed Learning in Mathematics M 1 20 10
MAT00112M Generalised Linear Models (also available at H-level) M 1 20 10
MAT00114M Decision Theory & Bayesian Statistics (also available at H-level) M 1 20 10
MAT00104M Statistical Pattern Recognition (also available at H-level) M 1 20 10
MAT00091M Mathematical Methods of Finance M 1 20 10
MAT00096M Mathematical Finance in Discrete Time (also available at H-level) M 1 20 10
MAT00095M Mathematical Methods in Biophysics M 1 20 10
MAT00102M Quantum Field Theory M 1 20 10
MAT00120M Partial Differential Equations (M-level) M 1 20 10
MAT00122M Quantum Theory & Quantum Information (MSc only) M 1 20 10
MAT00110M Mathematical Modelling: Nonlinearity, Uncertainty, & Computational Methods (M-level) M 1 20 10
MAT00098M Lie Theory M 1 20 10
MAT00109M Geometric & Analytic Number Theory M 1 20 10
MAT00101M Riemannian Geometry M 1 20 10
MAT00093M Preparatory Project in Mathematical Sciences M 2 20 10
MAT00097M Directed Learning in Mathematics M 2 20 10
MAT00092M Statistics for Finance & Insurance M 2 20 10
MAT00094M Multivariate Data Analysis (also available at H-level) M 2 20 10
MAT00090M Stochastic Calculus & Black-Scholes Theory M 2 20 10
MAT00105M Interest Rate Modelling M 2 20 10
MAT00113M Computational Finance with Python M 2 20 10
MAT00089M General Relativity M 2 20 10
MAT00099M Advanced Mathematical Physics M 2 20 10
MAT00121M Mathematical Ecology, Epidemiology and Evolution (M-level) M 2 20 10
MAT00119M Classical & Biological Fluid Dynamics (M-level) M 2 20 10
MAT00108M Commutative Algebra & Algebraic Geometry M 2 20 10
MAT00107M Functional Analysis M 2 20 10
MAT00111M Riemann Surfaces & Algebraic Curves M 2 20 10

Contact us

Emilie Dufresne
International Officer

emilie.dufresne@york.ac.uk