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Extremal results regarding $K_6$-minors in graphs of girth at least 5
Extremal results regarding $K_6$-minors graphs of girth
2011/2/28
We prove that every 6-connected graph of girth ≥ 6 has a K6-minor and thus settle Jorgensen’s
conjecture for graphs of girth ≥ 6. Relaxing the assumption on the girth, we prove that every
6-connecte...