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 Syllabus for CSE321: Discrete Structures
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CSE321: Discrete Structures

Credits
4
Catalog description
Fundamentals of set theory, graph theory, enumeration, and algebraic structures, with applications in computing.
Prerequisites
CSE 143; either MATH 126, MATH 129, or MATH 136.
Textbook(s) and/or other required material
Discrete Mathematics and Its Applications, Rosen (6th Edition)
Course objectives
Provide students with the definitions and basic tools for reasoning about discrete mathematical objects useful for computer science and engineering.
Topics covered
propositional logic and predicate logic set theory, functions the integers: divisibility, modular arithmetic, primality, etc. methods of proof and formal reasoning mathematical induction recursive definitions counting discrete probability theory binary relations graph theory and graph algorithms applications, including RSA
Course structure
Meetings: 3 1-hour lectures per week, 1 recitation section hour per week Assignments: weekly written assignments Midterm plus final
ABET Outcomes Assessed
(l) knowledge of probability and statistics
(m) knowledge of discrete mathematics
Additional ABET Outcomes Covered
(a) an ability to apply knowledge of mathematics, science, and engineering
Last edited by
bensonl
Last modified
06:15pm 2 Jan 2007


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