Mathematics provides the formal structures and reasoning tools that underpin computer science. Mathematical Foundations for Computing introduces core topics essential for problem-solving, algorithm design, and theoretical computing. You will explore sets and set theory, number systems and bases, functions, and relations—building a toolkit to model data, describe systems, and reason about computational processes. Each module connects abstract mathematics to practical computing contexts, from binary representation and function mapping to relational models. By the end of the course, you will not only understand these concepts theoretically but also know how to apply them to programming, algorithms, and data structures. This course is part of the Essential Mathematics for Computer Science specialisation, preparing you for advanced topics in logic, algorithms, and computational complexity.
What you'll learn
understanding of sets and set theory
familiarity with number systems and bases
ability to work with functions and relations
skills to model data and describe systems
application of mathematical concepts to programming and algorithms
Course objectives
provide a strong mathematical foundation for computer science
connect abstract mathematics to practical computing contexts
prepare learners for advanced topics in logic and algorithms