Papers › On an induced version of Menger's theorem
On an induced version of Menger's theorem
Kevin Hendrey, Sergey Norin, Raphael Steiner, Jérémie Turcotte
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We prove Menger-type results in which the obtained paths are pairwise non-adjacent, both for graphs of bounded maximum degree and, more generally, for graphs excluding a topological minor. We further show better bounds in the subcubic case, and in particular obtain a tight result for two paths using a computer-assisted proof.
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