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Multiplicity lists by diameter

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Johnson_C._R._Mudrak_B._Saiago_C._M._2025_..pdf592.55 KBAdobe PDF Ver/Abrir

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This paper considers the problem of determining all multiplicity lists occurring among Hermitian matrices whose graph is a given tree from a new perspective. For all trees of diameter <7, it is shown how to generate all possible lists. For diameter 5 and 6, this includes many nonlinear trees. In the process, for diameter 4 (double stars), the first succinct and direct description of all ordered lists, for each instance, is given. Observations of topological relationships are helpful.

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Publisher Copyright: © 2025 The Authors

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Eigenvalues Hermitian matrices Inverse eigenvalue problem Multiplicities Trees Algebra and Number Theory Numerical Analysis Geometry and Topology Discrete Mathematics and Combinatorics

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