A new family of layer barriers for colour-biased tight Hamilton cycles gives a counterexample to the recent conjecture of Behague, Clemen, Hyde and Morrison on minimum vertex degree thresholds.
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Layer barriers for colour-biased tight Hamilton cycles
A new family of layer barriers for colour-biased tight Hamilton cycles gives a counterexample to the recent conjecture of Behague, Clemen, Hyde and Morrison on minimum vertex degree thresholds.