Applied Mathematics
Why Study Applied Mathematics?
Since the emphasis throughout the degree is on problem solving, a good feel for puzzles, games, mathematical conundrums, as well as being “great” at Mathematics and mathematical problems generally might well be indicators of why you might want to study Applied Mathematics.
Applied Mathematics is the application of Mathematics to the modeling and solving of practical, real world problems. It is at the core of many disciplines, ranging from Business, Finance, and Economics, through Geography and Geology to all branches of Engineering and the Sciences.
It is concerned with the definition, formulation, solution and interpretation of developed mathematical models. Being able to effectively communicate about problems and their solutions with those from other related disciplines is essential. Regardless of the career path chosen, today’s employers demand these types of skills and flexibility of approach. Computers play a central role in Applied Mathematics.
Most problems can only be solved by making use of computers for performing immense numerical computations far beyond the power of human beings. Numerical computation encompasses scientific programming, the use of sophisticated mathematical software libraries, computer laboratory experiments and numerical analysis. The course content reflects this.
Overview
Applied Mathematics includes courses which range from some aspects of more classical Applied Mathematics in the form of elements of mechanics, to mathematical modeling methods and techniques, through a computer programming language and use of modern sophisticated symbolic software, to numerical experimentation, to general mathematical methods, to elements of the very modern areas of chaos and dynamical systems. The emphasis throughout the three year programme is on developing and enhancing problem-solving skills.
The First Year course in Arts assumes no previous knowledge of Applied Mathematics and there is extensive tutorial support available throughout the year.
Postgraduate Opportunities
• PhD in Applied Mathematics
• MSc in Applied Science (Modelling and Numerical Computing)
What will you be studying?
Year 1
• Introductions to Construction and Analysis of Mathematical Models of a variety of Problems/ Processes arising in Business, Finance, Biology, Physics, Engineering, etc.
• Elements of Mechanics in which First and Second Order Differential Equations are used to gain insight and understanding of some significant natural systems
• Mathematica as a Tool for Problem Solving, or just simply doing Mathematics
Years 2 and 3
Students choose topics from a selection which includes:
• Computing Skills (including a high level programming language) • Models and their Mathematical Analysis • Modern Applied Mathematics in the form of Dynamical Systems, Chaos, etc. • Understanding of Mathematica is enhanced through regular application • Applied Mathematics Project/Guided Reading
For detailed module descriptions, see the Book of Modules for Applied Mathematics
