Introduction
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This is the course introduction for Discrete Mathematics
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Introduction
- 1. Topics Set Theory Logic Mathematical Induction Discrete Probability Graph theory Relations Partially Ordered Sets and Lattices Recurrence Relations Propositional Logic Predicate and Quantifiers Logical Inference Resolution Principles Methods of Proof Normal Forms Sets, Relations, Functions Properties of Relations, Operation on Relations Equivalence Relations Pigeon Hole Principle Permutation and Combination Generating Functions Recurrence Relations Lattices Finite State Automaton Grading Policy 30% Assignments (approx. 6-7 assignments) 25% Mid-Term Exam 25% Final Exam 20% Class Participation and Attendance References 1. Liu C.L., Elements of Discrete Mathematics, 2nd Edition, McGraw Hill. 2. Ross & Wright, “Discrete Mathematics”, 5th Edition, Prentice Hall. 3. http://en.wikibooks.org/wiki/Discrete_Mathematics Contact Information Room No. 525, IT Building Kumar_har@yahoo.com