This text presents the subject within the purview of the course requirements, in agreement with the style followed by any Schaum?s title. With a presence of strong pedagogical features, the authors have explained all topics with a brief theoretical account to strengthen the understanding of Discrete Mathematics. About Author: Seymour LipschutzHe is a Ph.D and a Professor of Mathematics in Temple University Table Of Contents: Chapter 1. Set Theory Chapter 2. Relations Chapter 3. Functions and Algorithms Chapter 4. Logic and Propositional Calculus Chapter 5. Vectors and Matrices Chapter 6. Counting Chapter 7. Probability Theory Chapter 8. Graph Theory Chapter 9. Directed Graphs Chapter 10. Binary Trees Chapter 11. Properties of the Integers Chapter 12. Algebraic Systems Chapter 13. Languages, Grammars, Machines Chapter 14. Ordered Sets and Lattices Chapter 15. Boolean Algebra Chapter 16. Recurrence Relations Special Features: New topical coverage on Chebyshev?s Inequality and Law of Large Numbers and Traveling Salesman Problem. More than 1200 solved and unsolved problems.