For k-uniform sunflowers S(k,s,p), the eigenvalues are roots of λ^k=(e_p^T ξ)^s and the characteristic polynomial is given explicitly, though a corollary on the spectral radius is incorrect.
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The characteristic polynomial of sunflowers
For k-uniform sunflowers S(k,s,p), the eigenvalues are roots of λ^k=(e_p^T ξ)^s and the characteristic polynomial is given explicitly, though a corollary on the spectral radius is incorrect.