Mathematics for Software Engineers 6 Credits

Course Contents

The course investigates mathematical concepts of direct relevance to programming and the construction of software systems. The course focuses on the use of mathematics as a tool for formalising and solving problems in programming and software engineering. Furthermore, the course makes use of scripting languages to implement proof-of-concept solutions to problems as well as other tools such as spreadsheets. The course also provides students with the confidence to approach mathematicians for support in addressing more complex software engineering challenges.

The course includes the following topics:
- Discrete mathematics (including abstract algebra, graph theory and the Z-transform)
- Generating functions and the use of recursive techniques
- Algorithm complexity and the effect on code performance
- Automata, formal machines and the programming of state-based behaviour
- Elements of coding theory
- The mathematical basis for encryption and cryptology
- Optimization techniques (including for example linear programming, dynamic programming or optimization in networks)

Prerequisites

General entry requirements and completed course Discrete Mathematics, 6 credits

Level of Education: Undergraduate G1F
Course code/Ladok code: TMMK16
The course is conducted at: School of Engineering Last modified 2024-03-12 07:36:57