Can circulant graphs be isomorphic to any non-circulant regular graph? I am trying to show uniqueness of a graph for a given independence polynomial and the graph I obtained is a circulant graph on 9 vertices. My question is.. Does there exists any non circulant graph which is isomorphic to circulant graphs?
2026-03-26 01:28:11.1774488491
Isomorphism of circulant graphs
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