Explicit spectra are determined for the A_alpha, adjacency, signless Laplacian, Laplacian, and distance matrices of the zero-divisor graph of Z_p[x]/(x^c), with Laplacian and distance eigenvalues proven to be integers.
Young, Adjacency matrices of zero-divisor graphs of integer modulon,Involve8 (2015) 753–761
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Spectral Properties of Zero-Divisor Graphs of Truncated Polynomial Rings
Explicit spectra are determined for the A_alpha, adjacency, signless Laplacian, Laplacian, and distance matrices of the zero-divisor graph of Z_p[x]/(x^c), with Laplacian and distance eigenvalues proven to be integers.