Discrete Mathematics by Example is designed for an undergraduate course and provides many exercises and examples, enabling the development of students' understanding of the principles of discrete mathematics through appropriate pedagogical methods.
The text includes chapters on propositional and predicate logic; typed set theory; boolean algebra; relations; functions; sequences; induction and graph theory.
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1. Introduction
2. Numbers
3. Propositional logic
4. Set theory
5. Boolean algebra
6. Typed set theory
7. Predicate logic
8. Relations
9. Functions
10. Sequences
11. Induction
12. Graph theory
13. Combinatorics
14. Modelling
15. Analysis
16. Examples
Bibliography
Index
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