# Infinite combinatorics

From Egres Open

(Redirected from Category:Infinite combinatorics)

Infinite combinatorics is a subfield of combinatorics where the behavior of infinite combinatorial objects (graphs, matroids, orderings etc.) is under investigation.

Problems in this category:

- Compactness of Kőnig-property
- Fishbone conjecture
- Infinite Lucchesi-Younger
- Orientation conjecture of Nash-Williams
- Quasi-kernels and quasi-sinks
- Seymour's self-minor conjecture
- Strongly maximal H-free spanning subgraph
- Strongly maximal matchings, strongly minimal vertex covers
- Strongly minimal edge cover