Combinatorics/Olympiad: Difference between revisions
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== See also == | == See also == | ||
* [[Combinatorics/Introduction | Introductory | * [[Combinatorics/Introduction | Introductory combinatorics]] | ||
* [[Combinatorics/Intermediate | Intermediate | * [[Combinatorics/Intermediate | Intermediate combinatorics]] | ||
* [[Combinatorics/Advanced topics | Advanced | * [[Combinatorics/Advanced topics | Advanced combinatorics]] | ||
[[Category:Olympiad Mathematics Topics]] | [[Category:Olympiad Mathematics Topics]] | ||
[[Category:Combinatorics]] | [[Category:Combinatorics]] | ||
Revision as of 15:22, 18 May 2021
An olympiad level study of combinatorics involves a deep understanding of intermediate combinatorics along with knowledge of the following topics.
- Combinatorial geometry
- Graph theory
- Stirling numbers
- Ramsey numbers
- Catalan Numbers
- Counting in two ways
- Generating functions
- Recursion
- Pigeonhole principle
- Inclusion-Exclusion Principle
