Course overview
Data science is one of the highest-paying graduate jobs, for those with the relevant mathematical training. This course introduces fundamental mathematical concepts relevant to data and computer science and provides a basis for further study in data science, statistics and cybersecurity. Topics covered are probability: sets, counting, probability axioms, Bayes theorem; applications of calculus: integration and continuous probability distributions, series approximations; linear algebra: vectors and matrices, matrix algebra, vector spaces, eigenvalues and diagonalisation. The course draws connections between each of these fundamental mathematical concepts and modern data science applications and introduces mathematical applications using Python programming.
Course learning outcomes
- Demonstrate understanding of basic mathematical concepts in data science, relating to linear algebra, probability, and calculus.
- Employ methods related to these concepts in a variety of data science applications.
- Apply logical thinking to problem-solving in context.
- Use appropriate technology to aid problem-solving and data analysis.
- Demonstrate skills in writing mathematics.