- binary linear code
- chord diagram
- combinatorial design
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- permutation
- Latin square
- shuffle
- Young diagram

category: combinatorics

Pólya enumeration theorem is a particular theorem in enumerative combinatorics; it serves as a basis of methods often called Pólya’s enumeration (counting) theory. It is especially used in counting of graphs, including often in applications like chemistry.

- wikipedia Pólya enumeration theorem
- G. Pólya, R. C. Read,
*Combinatorial enumeration of groups, graphs, and chemical compounds*, Springer-Verlag

The Pólya “theory” can be redone in terms of Joyal species.

The theory can also be rederived from state sum identities in certain positive TQFT:

- Markus Banagl,
*Positive topological quantum field theories*, arxiv/1303.4276

category: combinatorics

Last revised on August 26, 2018 at 08:12:42. See the history of this page for a list of all contributions to it.