Mácajová and Škoviera Conjecture on Cubic Graphs

Computer Science – Discrete Mathematics

Scientific paper

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Scientific paper

A conjecture of M\'a\u{c}ajov\'a and \u{S}koviera asserts that every
bridgeless cubic graph has two perfect matchings whose intersection does not
contain any odd edge cut. We prove this conjecture for graphs with few vertices
and we give a stronger result for traceable graphs.

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