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Constructing cospectral graphs

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Some new constructions for families of cospectral graphs are derived, and some old ones are considerably generalized. One of our new constructions is sufficiently powerful to produce an estimated 72% of the 51039 graphs on 9 vertices which do not have unique spectrum. In fact, the number of graphs of order n without unique spectrum is believed to be at least αn3g-1 for some α>0, where gn is the number of graphs of order n and n ≥ 7.

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Aequationes Mathematicae

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