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The maximum of the minimal multiplicity of eigenvalues of symmetric matrices whose pattern is constrained by a graph (1606.05214v1)
Published 16 Jun 2016 in math.SP
Abstract: In this paper we introduce a parameter $Mm(G)$, defined as the maximum over the minimal multiplicities of eigenvalues among all symmetric matrices corresponding to a graph $G$. We compute $Mm(G)$ for several families of graphs.
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