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Some Algebraic Properties of Sierpi\'nski-Type Graphs

math.CO · 2019-08-12 · accept · novelty 6.0

For the regular Sierpiński graphs S++(n,k), the spectrum is computed and S++(n,k) is shown to be a Cayley graph exactly when n=1, k≤2, or n=2 and k+1 is a prime power.

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  • Some Algebraic Properties of Sierpi\'nski-Type Graphs math.CO · 2019-08-12 · accept · none · ref 8

    For the regular Sierpiński graphs S++(n,k), the spectrum is computed and S++(n,k) is shown to be a Cayley graph exactly when n=1, k≤2, or n=2 and k+1 is a prime power.