Pages that link to "Item:Q1794310"

The following pages link to The minimum number of eigenvalues of multiplicity one in a diagonalizable matrix, over a field, whose graph is a tree (Q1794310):

Displaying 8 items.

• The number of distinct eigenvalues for which an index decreases multiplicity (Q730608) (← links)
• The minimum number of multiplicity 1 eigenvalues among real symmetric matrices whose graph is a nonlinear tree (Q2076168) (← links)
• Change in vertex status after removal of another vertex in the general setting (Q2228519) (← links)
• Diagonalizable matrices whose graph is a tree: the minimum number of distinct eigenvalues and the feasibility of eigenvalue assignments (Q2302884) (← links)
• On the relationship between the multiplicities of the matrix spectrum and the signs of the components of its eigenvectors in a tree-like structure (Q2632545) (← links)
• Further generalization of symmetric multiplicity theory to the geometric case over a field (Q2663701) (← links)
• The minimum number of multiplicity 1 eigenvalues among real symmetric matrices whose graph is a linear tree (Q2693714) (← links)
• Spectral arbitrariness for trees fails spectacularly (Q6615753) (← links)