Excluding Infinite Clique Minors (Memoirs of the AMS) Book + PRICE WATCH * Amazon pricing is not included in price watch

Excluding Infinite Clique Minors (Memoirs of the AMS) Book

Two of the authors proved a well-known conjecture of K. Wagner, that in any infinite set of finite graphs there are two graphs so that one is a minor of the other. A key lemma was a theorem about the structure of finite graphs that have no $K_n$ minor for a fixed integer $n$. Here, the authors obtain an infinite analog of this lemma---a structural condition on a graph, necessary and sufficient for it not to contain a $K_n$ minor, for any fixed infinite cardinal $n$.Read More

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  • 0821804022
  • 9780821804025
  • Neil Robertson, Paul Seymour, Robin Thomas
  • 25 January 1996
  • American Mathematical Society
  • Hardcover (Book)
  • 103
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