Definition, Representation and Operetions On Sets. Binary Relations, Equivalence Relations, Ordering Relations and Partial Orders. The Power Set, Infinite Sets and Cantor's Theorem. Propositional Calculus, Axioms and Proofs, Predicate Caldulus. The Induction Principle, Definition By Induction and By Redursion. Recurrence Relations. Generating Function. Basic Counting Principles. Permutations and Combinations. The Binomial Coefficients. Pigeonhole Principle. Principle of Inclusion and Exclusion. Asymptotic Rate of The Growth of Functions. The Course Is Intended For Electrical Engineering Students.

Faculty: Electrical and Computer Engineering
|Undergraduate Studies

Course with no extra credit

94344 - Discrete Mathematics (for I.e) 94345 - Discrete Mathematics (for I.e) 94346 - Discrete Mathematics 94347 - Discrete Mathematics 104002 - Basic Concepts in Mathematics 104286 - Combinatorics 104290 - Set Theory 104293 - Set Theory 234129 - Int. to Set Theory and Automata For Cs 234141 - Combinatorics For Cs 234144 234292 - Logic For Cs 234293 - Logic and Set Theory For Cs


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