Spaces:
Running
Running
| graph TD | |
| DefFact("DefFact Factorial") | |
| DefSum("DefSum Sum principle") | |
| DefProd("DefProd Product principle") | |
| PermNoRep("PermNoRep Permutations no rep") | |
| PermRep("PermRep Permutations with rep") | |
| CombNoRep("CombNoRep Combinations") | |
| CombRep("CombRep Combinations with rep") | |
| BinomThm("BinomThm Binomial theorem") | |
| Pascal("Pascal Pascal identity") | |
| Pigeonhole("Pigeonhole Pigeonhole principle") | |
| InclExcl("InclExcl Inclusion-exclusion") | |
| InclExcl3("InclExcl3 Incl-excl 3 sets") | |
| Derange("Derange Derangements") | |
| Stirling2("Stirling2 Stirling numbers") | |
| DefFact --> PermNoRep | |
| DefProd --> PermNoRep | |
| DefProd --> PermRep | |
| PermNoRep --> CombNoRep | |
| DefFact --> CombNoRep | |
| CombNoRep --> CombRep | |
| CombNoRep --> BinomThm | |
| CombNoRep --> Pascal | |
| DefSum --> Pigeonhole | |
| DefSum --> InclExcl | |
| InclExcl --> InclExcl3 | |
| InclExcl --> Derange | |
| PermNoRep --> Derange | |
| DefSum --> Stirling2 | |
| DefProd --> Stirling2 | |
| classDef axiom fill:#e74c3c,color:#fff,stroke:#c0392b | |
| classDef definition fill:#3498db,color:#fff,stroke:#2980b9 | |
| classDef theorem fill:#1abc9c,color:#fff,stroke:#16a085 | |
| class DefFact,DefSum,DefProd definition | |
| class PermNoRep,PermRep,CombNoRep,CombRep,BinomThm,Pascal,Pigeonhole,InclExcl,InclExcl3,Derange,Stirling2 theorem |