▫$K_{a,k}$▫ minors in graphs of bounded tree-width
Böhme, Thomas ; Maharry, John ; Mohar, Bojan, 1956-
Dokazano je, da za poljubni celi števili ▫$k$▫ in ▫$w$▫ obstaja tako naravno število ▫$N=N(k,w)$▫, da vsak 7-povezan graf z drevesno širino ▫$\le w$▫ in z vsaj ▫$N$▫ točkami vsebuje ▫$K_{3,k}$▫ kot ...minor. Podoben rezultat velja za minorje ▫$K_{a,k}$▫ ▫$a \ge 3$▫, če pogoj 7-povezanosti nadomestimo s ▫$c(a)$▫-povezanostjo.
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