Compulsory

The aim of this module is:

  • to introduce the basic concepts of programming on the practical level;
  • to introduce, explain, and implement numerical methods for solving ordinary and partial differential equations of industrial importance.

The aims of this module are:

  • to develop skills in the mathematical modelling of real life situations;
  • to develop the ability to work effectively in a group.

The aim of this module is:

  •  to derive the fundamental equations of fluid mechanics;
  • to develop students' expertise in solving simplified forms of these equations applicable to a variety of fluid flows;
  • to learn about some industrial and environmental applications of fluid mechanics.

Optional

The aim of this module is to create awareness of the power and range of abstract mathematical concepts through a basic introduction to the methods of functional analysis.

The aims of this module are:

  • to introduce the concept of small and large parameters in equations and how they can be exploited to simplify difficult mathematical problems;
  • to introduce a wide range of approximation techniques to analyse differential equations and integrals.

The aim of this module is to:

  • to provide students with a rigorous mathematical introduction to the modern financial theory of security markets in discrete and continuous time models
  • to give students a solid theoretical background in the derivatives industry in discrete and continuous time models.