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Hamilton cycles in infinite cubic graphs

Published 19 May 2017 in math.CO | (1705.07031v1)

Abstract: Investigating a problem of B. Mohar, we show that every one-ended Hamiltonian cubic graph with end degree 3 contains a second Hamilton cycle. We also construct two examples showing that this result does not extend to give a third Hamilton cycle, nor that it extends to the two-ended case.

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Authors (1)

  1. Max Pitz 

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