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- W2951098715 abstract "Robertson and Seymour proved that the relation of graph immersion is well-quasi-ordered for finite graphs. Their proof uses the results of graph minors theory. Surprisingly, there is a very short proof of the corresponding rough structure theorem for graphs without $K_t$-immersions; it is based on the Gomory-Hu theorem. The same proof also works to establish a rough structure theorem for Eulerian digraphs without $vec{K}_t$-immersions, where $vec{K}_t$ denotes the bidirected complete digraph of order $t$." @default.
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- W2951098715 date "2012-07-09" @default.
- W2951098715 modified "2023-09-27" @default.
- W2951098715 title "A note on forbidding clique immersions" @default.
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