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2016/17 Undergraduate Programme Catalogue

Graduate Diploma in Mathematics

Programme code:GDP-MATHUCAS code:
Duration:1 Year Method of Attendance: Full Time
Programme manager:Prof Jonathan Partington Contact address:j.r.partington@leeds.ac.uk

Total credits: 120

Entry requirements:

Undergraduate degree in mathematics or related subject (e.g. BSc in Statistics, Engineering, Physics, Computer Science, etc.) with a minimum of 2:2 or equivalent and adequate performance on mathematics modules.

School/Unit responsible for the parenting of students and programme:

School of Mathematics

Examination board through which the programme will be considered:

School of Mathematics

Relevant QAA Subject Benchmark Groups:

Mathematics, Statistics, Operational Research.

Programme specification:

The programme aims to prepare students who wish to pursue postgraduate studies in one of the MSc programmes offered by the School of Mathematics, or related employment.

Depending on which MSc programme the student is aiming for, the programme will consist of a selection of undergraduate modules at level 2 and 3 from the School of Mathematics, and possibly from other schools, as applicable.


Year1 - View timetable

[Learning Outcomes, Transferable (Key) Skills, Assessment]

Compulsory modules:

Optional modules:

Candidates will be required to study 120-125 credits from the following optional modules subject to the conditions stated below.

COMP3910Combinatorial Optimisation10 creditsSemester 1 (Sep to Jan)
COMP3940Graph Algorithms and Complexity Theory10 creditsSemester 1 (Sep to Jan)
MATH2020Algebraic Structures 115 creditsNot running in 201617
MATH2025Algebraic Structures 210 creditsNot running in 201617
MATH2040Mathematical Logic 110 creditsSemester 2 (Jan to Jun)
MATH2051Geometry of Curves and Surfaces10 creditsSemester 1 (Sep to Jan)
MATH2080Further Linear Algebra10 creditsSemester 1 (Sep to Jan)
MATH2210Introduction to Discrete Mathematics10 creditsSemester 1 (Sep to Jan)
MATH2340The Mathematics of Music10 creditsSemester 1 (Sep to Jan)
MATH2365Vector Calculus15 creditsSemester 1 (Sep to Jan)
MATH2375Linear Differential Equations and Transforms15 creditsSemester 2 (Jan to Jun)
MATH2391Nonlinear Differential Equations10 creditsSemester 2 (Jan to Jun)
MATH2410Special Relativity10 creditsSemester 1 (Sep to Jan)
MATH2515Financial Mathematics 210 creditsSemester 1 (Sep to Jan)
MATH2525Financial Mathematics 310 creditsSemester 2 (Jan to Jun)
MATH2600Numerical Analysis10 creditsSemester 2 (Jan to Jun)
MATH2601Numerical Analysis with Computation15 creditsSemester 2 (Jan to Jun)
MATH2620Fluid Dynamics 110 creditsSemester 2 (Jan to Jun)
MATH2640Introduction to Optimisation10 creditsSemester 1 (Sep to Jan)
MATH2650Calculus of Variations10 creditsSemester 2 (Jan to Jun)
MATH2715Statistical Methods10 creditsSemester 1 (Sep to Jan)
MATH2735Statistical Modelling10 creditsSemester 1 (Sep to Jan)
MATH2740Environmental Statistics10 creditsSemester 2 (Jan to Jun)
MATH2750Introduction to Markov Processes10 creditsSemester 2 (Jan to Jun)
MATH2775Survival Analysis10 creditsSemester 2 (Jan to Jun)
MATH2920Computational Mathematics10 creditsSemester 1 (Sep to Jan)
MATH3001Project in Mathematics20 creditsSemesters 1 & 2 (Sep to Jun)
MATH3015History of Mathematics15 creditsSemester 2 (Jan to Jun)
MATH3021Philosophy of Logic and Mathematics20 creditsSemester 2 (Jan to Jun)
MATH3033Graph Theory15 creditsSemester 1 (Sep to Jan)
MATH3044Number Theory15 creditsSemester 2 (Jan to Jun)
MATH3071Groups and Symmetry15 creditsSemester 1 (Sep to Jan)
MATH3104Proof and Computation15 creditsSemester 2 (Jan to Jun)
MATH3113Differential Geometry15 creditsSemester 2 (Jan to Jun)
MATH3143Combinatorics15 creditsSemester 2 (Jan to Jun)
MATH3153Coding Theory15 creditsSemester 1 (Sep to Jan)
MATH3193Algebras and Representations15 creditsSemester 1 (Sep to Jan)
MATH3210Metric Spaces15 creditsSemester 1 (Sep to Jan)
MATH3215Hilbert Spaces and Fourier Analysis15 creditsSemester 2 (Jan to Jun)
MATH3225Topology15 creditsSemester 2 (Jan to Jun)
MATH3232Transformation Geometry15 creditsSemester 1 (Sep to Jan)
MATH3355Hamiltonian Systems15 creditsNot running in 201617
MATH3365Mathematical Methods15 creditsSemester 1 (Sep to Jan)
MATH3374Linear and Non-Linear Waves15 creditsSemester 2 (Jan to Jun)
MATH3375Hydrodynamic Stability15 creditsSemester 2 (Jan to Jun)
MATH3385Quantum Mechanics15 creditsNot running in 201617
MATH3396Dynamical Systems15 creditsSemester 2 (Jan to Jun)
MATH3397Nonlinear Dynamics15 creditsNot running in 201617
MATH3414Analytic Solutions of Partial Differential Equations15 creditsSemester 1 (Sep to Jan)
MATH3424Introduction to Entropy in the Physical World15 creditsSemester 2 (Jan to Jun)
MATH3458Geophysical Fluid Dynamics15 creditsSemester 2 (Jan to Jun)
MATH3459Astrophysical Fluid Dynamics15 creditsNot running in 201617
MATH3474Numerical Methods10 creditsSemester 1 (Sep to Jan)
MATH3475Modern Numerical Methods15 creditsNot running in 201617
MATH3491Discrete Systems and Integrability15 creditsSemester 1 (Sep to Jan)
MATH3510Actuarial Mathematics 115 creditsSemester 1 (Sep to Jan)
MATH3520Actuarial Mathematics 215 creditsSemester 2 (Jan to Jun)
MATH3531Cosmology10 creditsSemester 2 (Jan to Jun)
MATH3565Mathematical Biology15 creditsSemester 1 (Sep to Jan)
MATH3567Evolutionary Modelling15 creditsNot running in 201617
MATH3620Fluid Dynamics 215 creditsSemester 1 (Sep to Jan)
MATH3714Linear Regression and Robustness15 creditsSemester 1 (Sep to Jan)
MATH3723Statistical Theory15 creditsSemester 2 (Jan to Jun)
MATH3733Stochastic Financial Modelling15 creditsSemester 1 (Sep to Jan)
MATH3772Multivariate Analysis10 creditsSemester 1 (Sep to Jan)
MATH3802Time Series10 creditsSemester 2 (Jan to Jun)
MATH3820Bayesian Statistics10 creditsSemester 1 (Sep to Jan)
MATH3823Generalised Linear Models10 creditsSemester 2 (Jan to Jun)
MATH3880Introduction to Statistics and DNA10 creditsSemester 2 (Jan to Jun)

1. Students will have to enrol on at least 60 credits of level 3 modules including at most one project module.
2. The choice of modules is subject to approval by the Programme Manager of the relevant MSc programme, and will depend on the student's academic record, and on the MSc programme the student is aiming for.
3. The Programme Manager, in conjunction with the Director of Student Education, may suggest more optional existing modules (not included in the above list) at his/her discretion according to the student's background.
4. The choice of modules is subject to timetable constraints (i.e. not all combinations of modules are possible).

To be eligible for the award, students need to pass at least 100 credits, including at least 60 credits at Level 3 and have an overall average of at least 4.0.

Students with satisfactory performance will be eligible for a place on one of the MSc programmes in the following academic year. The conditions will typically be a weighted average of 60% or greater over all modules taken, with a weighted average of at least 60% over all level 3 or higher modules, and possibly more specific conditions depending on the MSc programme the applicant is aiming for.

Last updated: 24/03/2016

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