Uniquely circular colourable and uniquely fractional colourable graphs of large girth
DOI:
https://doi.org/10.11575/cdm.v1i1.61914Abstract
Given any rational numbers r≥r′>2 and an integer g, we prove that there is a graph G of girth at least g, which is uniquely r-colourable and uniquely r′-fractional colourable.Downloads
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