Applied mathematical analysis - Focus area

Applied Mathematical Analysis

This focus area provides a strong theoretical and practical foundation in applied mathematics. The topics are chosen so as to be readily applicable to many different areas in engineering and science, and they form a blend of both classical areas and new areas that are expected to play a significant role in engineering in the future.

We focus on:

  1. differential equations and dynamical systems,
  2. functional analysis and generalized Fourier analysis, and
  3. inverse problems.

Core competence courses 

02443 Stochastic Simulation 5 point June
02612 Constrained Optimization 5 point Spring F4A (Tues 13-17)

Programme specific courses 

01238 Differential Geometry 5 point Spring F2B (Thurs 8-12)
01257 Advanced Modelling - Applied Mathematics 5 point January
01325 Function spaces and mathematical analysis 5 point Spring F5B (Wed 13-17)
01621 Advanced Dynamical Systems: Global Theory 5 point Spring F1A (Mon 8-12)
01622 Advanced Dynamical Systems: Applications in Science and Engineering 5 point Spring F3B (Fri 13-17)
01715 Functional Analysis 5 point Autumn E4B (Fri 8-12)
02623 The Finite Element Method for Partial Differential Equations 5 point January
02624 Inverse problems and Imaging 5 point Autumn E5B (Wed 13-17)


01716 Advanced Topics in Applied Functional Analysis 5 point Spring F3A (Tues 8-12)
02425 Diffusions and stochastic differential equations 5 point Autumn E1B (Thurs 13-17)