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Diagonalizable matrices whose graph is a tree: the minimum number of distinct eigenvalues and the feasibility of eigenvalue assignments - MaRDI portal

Diagonalizable matrices whose graph is a tree: the minimum number of distinct eigenvalues and the feasibility of eigenvalue assignments (Q2302884)

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Diagonalizable matrices whose graph is a tree: the minimum number of distinct eigenvalues and the feasibility of eigenvalue assignments
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    Diagonalizable matrices whose graph is a tree: the minimum number of distinct eigenvalues and the feasibility of eigenvalue assignments (English)
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    26 February 2020
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    assignments
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    branch duplication
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    combinatorially symmetric
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    diagonalizable matrix
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    diameter
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    eigenvalue
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    geometric multiplicity
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    graph of a matrix
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    tree
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