Department of Mathematics

Modules - current academic year

TitleCodeTerms taught
FHEQ Level 3 (sub-degree)
Further Mathematics AG5131Autumn Semester
Statistics and Decision MathematicsG5112Autumn Semester
Further Mathematics BG5132Spring Semester
Project (FY Maths)G5129Spring Semester
FHEQ Level 4
Analysis 1G5135Autumn Semester
Discrete MathematicsG5136Autumn Semester
Fundamentals of MathematicsG5133Autumn Semester
Linear Algebra 1G5134Autumn Semester
Analysis 2G5139Spring Semester
Computational MathematicsG5137Spring Semester
Linear Algebra 2G5138Spring Semester
Number TheoryG5140Spring Semester
FHEQ Level 5
AlgebraG5096Autumn Semester
Analysis 2G5095Autumn Semester
Calculus of Several VariablesG5210Autumn Semester
Introduction to ProbabilityG5211Autumn Semester
Summer Research Placement 1815G1Autumn Semester
Professional Placement Year MathematicsGP100All Year Teaching
Complex AnalysisG5110Spring Semester
Differential EquationsG5097Spring Semester
Numerical Analysis 2G5125Spring Semester
Probability and StatisticsG5098Spring Semester
FHEQ Level 6
Advanced Numerical Analysis (L.6)G1110Autumn Semester
Financial Mathematics (L.6)G5124Autumn Semester
Functional Analysis (L.6)G1029Autumn Semester
Introduction to Maths BiologyG5106Autumn Semester
Linear Statistical ModelsG1107Autumn Semester
Mathematical Research Project AutumnG1160Autumn Semester
Measure and Integration (L.6)G1070Autumn Semester
Partial Differential EquationsG1114Autumn Semester
Probability ModelsG1100Autumn Semester
Summer Research Placement 2816G1Autumn Semester
Advanced PDEs (L.6)G5215Spring Semester
Continuum MechanicsG1158Spring Semester
Cryptography (L.6)G1032Spring Semester
Dynamical SystemsG5126Spring Semester
Mathematical Research ProjectG1147Spring Semester
Numerical Solution of PDEs (L.6)G5217Spring Semester
Perturbation th & calc of variations840G1Spring Semester
Random processes (L.6)G1101Spring Semester
Statistical Inference (L.6)G5216Spring Semester
FHEQ Level 7 (Masters)
Advanced Numerical Analysis (L.7)852G1Autumn Semester
Differential Geometry858G1Autumn Semester
Financial computing with MATLAB854G1Autumn Semester
Financial Mathematics (L.7)G5078Autumn Semester
Functional Analysis (L.7)851G1Autumn Semester
Measure and Integration (L.7)850G1Autumn Semester
Summer Research Placement 3817G1Autumn Semester
MMath Project846G1Autumn & Spring Teaching
Diss (Human & Social Data Science)870G1All Year Teaching
Dissertation (Data Science)844G1All Year Teaching
Dissertation (Financial Mathematics)843G1All Year Teaching
Dissertation (Mathematics)839G1All Year Teaching
PG Industrial Placement (Data Science)900G1All Year Teaching
Advanced PDEs (L.7)866G1Spring Semester
Cryptography (L.7)860G1Spring Semester
Data Science Masters Research Proposal806G1Spring Semester
Financial Invest & Corp Risk A861G1Spring Semester
Financial Portfolio Analysis849G1Spring Semester
Math Fluid Mechanics864G1Spring Semester
Math Models in Finance & Industry832G1Spring Semester
Monte Carlo Simulations865G1Spring Semester
Numerical Solution of PDEs (L.7)845G1Spring Semester
Random processes (L.7)862G1Spring Semester
Statistical Inference (L.7)867G1Spring Semester
FHEQ Level 8 (Doctoral)
Advanced Topics in Mathematics A805G1Autumn Semester

Please note that the University will use all reasonable endeavours to deliver courses and modules in accordance with the descriptions set out here. However, the University keeps its courses and modules under review with the aim of enhancing quality. Some changes may therefore be made to the form or content of courses or modules shown as part of the normal process of curriculum management.

The University reserves the right to make changes to the contents or methods of delivery of, or to discontinue, merge or combine modules, if such action is reasonably considered necessary by the University. If there are not sufficient student numbers to make a module viable, the University reserves the right to cancel such a module. If the University withdraws or discontinues a module, it will use its reasonable endeavours to provide a suitable alternative module.