COMBINATORICS
COMBINATORICS
2021 Summer Term
3 Units
Mathematics 721
This course will cover topics in combinatorics and graph theory such as combinations, permutations, Pigeonhole Principle, Binomial and Multinomial Theorems, Inclusion-Exclusion Principle, Stirling numbers, partially-ordered sets, generating functions, connectedness, Cayley Theorem, graph coloring, Eulerian walks, Hamiltonian circuits, planar graphs, and Ramsey Theory. Connections will be made to undergraduate mathematics content.
Other Requirements: PREREQ: MATH 280 OR EQUIVALENT COURSE OR CONSENT OF INSTRUCTOR
Class Schedule
Disclaimer
- This schedule is informational and does not guarantee availability for registration.
- Sections may be full or not open for registration. Please use WINS if you wish to register for a course.
| Section Details | Meeting Details & Topic | Instructor | Syllabus | ||
|---|---|---|---|---|---|
|
01-LEC 1245
3 Units
|
07/06 - 08/14 (6W3) |
Tamas Szabo
|
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| WEB BASED | |||||
|
02-LEC 1524
3 Units
|
07/06 - 08/14 (6W3) |
Tamas Szabo
|
|||
| WEB BASED | |||||
|
03-LEC 1530
3 Units
|
07/06 - 08/14 (6W3) |
Tamas Szabo
|
|||
| WEB BASED | |||||
