DISCRETE MATHEMATICS

The study of discrete mathematics provides an important foundation for basic
theoretical principles in computer science. We first build a strong foundation in
logic, formal proofs, and mathematical induction. We then examine the discrete
structure of functions, relations, and graphs, which provide different ways of
representing relationships, connections, and networks. Finally, we move onto
numerical and computational aspects: number theory and modular arithmetic,
counting and combinatorics, and discrete probability.  There are no prerequisites
beyond high school mathematics.