I saw from the Wikipedia page for distance-regular graphs that:
Two distance-regular graphs are cospectral if and only if they have the same intersection array.
But I couldn't find any proof for this statement. Could anyone please share a reference?
I saw from the Wikipedia page for distance-regular graphs that:
Two distance-regular graphs are cospectral if and only if they have the same intersection array.
But I couldn't find any proof for this statement. Could anyone please share a reference?
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