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Shahrooz
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If GLet $G$ and H are$H$ be two cospectral graphgraphs, then can we say that their adjacency matrices are isomorphic?

If G and H are two cospectral graph, then can we say that their adjacency matrices are isomorphic?

Let $G$ and $H$ be two cospectral graphs, then can we say that their adjacency matrices are isomorphic?

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cospectral graphs have isomorphic adjacency matrices?

If G and H are two cospectral graph, then can we say that their adjacency matrices are isomorphic?