Syllabus:
Part 1: Proofs and propositional logic
Part 2: Proof techniques: Direct proofs, proof by contradiction, case analysis, extremal elements, pigeon-hole principle, invariants, mathematical induction/well-ordering principle/minimum counter-example
Part 3: Mathematical data types: Sets, sequences, relations and functions, recursion
Part 4: Number theory
Reference Books:
1. Discrete Mathematics and its Applications by Kenneth Rosen
2. Discrete Mathematics with Applications by Susanna S. Epp
Assignments
Division of credit:
Attendance: 10%, Assignments: 10%, Quizzes: 15%, Exam 1: 25%, Exam 2: 40%
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