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Showing 13 results for mathematics.

All (13) Masters Degrees (2) Postgraduate Diplomas (1) Postgraduate Certificates (1) Postgraduate Modules (9)

Masters Degrees (2)

Delve into pure and applied mathematics, through a wide choice of modules in fascinating areas such as fractal geometry, coding theory and calculus of variations.

Part-time:
16-20 hours per week 2 years

Part-time:	16-20 hours per week 2 years

MA/MSc Open

This innovative masters degree allows you to create a personalised course of study across a range of academic disciplines.

Part-time:
16-20 hours per week 2 years

Part-time:	16-20 hours per week 2 years

Postgraduate Diplomas (1)

Postgraduate Diploma in Mathematics

Designed for anyone who wants to delve more deeply into particular aspects of pure and applied mathematics.

Part-time:
16-20 hours per week 2 years

Part-time:	16-20 hours per week 2 years

Postgraduate Certificates (1)

Postgraduate Certificate in Mathematics

This postgraduate certificate is designed for anyone who wants to delve more deeply into particular aspects of pure and applied mathematics.

Part-time:
16-20 hours per week 1 year

Part-time:	16-20 hours per week 1 year

Postgraduate Modules (9)

Advanced mathematical methods

This module uses the Maple computing language to teach: perturbation expansions, accelerated convergence, Padé approximations, asymptotic expansions, eigenvalue problems, and Green’s functions.

Part-time:
Less than 16 hours per week

Part-time:	Less than 16 hours per week

Calculus of variations and advanced calculus

M820 Calculus of Variations and Advanced Calculus covers functionals, Gâteaux differential, Euler–Lagrange equation, First-integral, Noether’s Theorem, Second variation/Jacobi equation and Sturm–Liouville systems.

Part-time:	Earliest Start date:
Less than 16 hours per week 31 weeks	October 2024

Part-time:	Less than 16 hours per week 31 weeks
Earliest Start date:	October 2024

Nonlinear ordinary differential equations

The theory of nonlinear ordinary differential equations is introduced with emphasis on geometrical aspects, approximation schemes and the determination of stability and periodicity of solutions.