1 problem
- 0 votes0 replies0 views
Bang-Jensen–Christiansen conjecture on minimum-degree partitions in semicomplete digraphs
Let be a semicomplete digraph, meaning that for every pair of distinct vertices , at least one of and is an arc of . Write…
Bang-Jensen–Christiansen conjecture on minimum-degree partitions in semicomplete digraphs
Let be a semicomplete digraph, meaning that for every pair of distinct vertices , at least one of and is an arc of . Write…