Add to ORKGGiven a certain tree, we explore what we can infer about the eigenvalue multiplicities for a Hermitian matrix whose graph is that tree solely from the tree itself. Topics include the minimum number of 1's among the possible multiplicity lists and the effects of edge subdivision and vertex deletion in the tree on the possibly multiplicity lists. We also begin to explore what we can infer about the eigenvalue multiplicity lists of Hermitian matrices whose graph is a certain non-tree from what we already know about trees
Among the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph is a tre...
AbstractAmong the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph ...
AbstractWhen an edge is removed from an undirected graph, there is a limited change that can occur i...
Given a certain tree, we explore what we can infer about the eigenvalue multiplicities for a Hermiti...
AbstractWe consider the general problem of determining which lists of multiplicities for the eigenva...
Sem PDF conforme despacho.For a given graph, there is a natural question of the possible lists of mu...
AbstractAmong the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph ...
AbstractWe consider the general problem of determining which lists of multiplicities for the eigenva...
AbstractWhen an edge is removed from an undirected graph, there is a limited change that can occur i...
The maximum multiplicity of an eigenvalue in a matrix whose graph is a tree, M1, was understood full...
We characterize the possible lists of multiplicities occurring among the eigenvalues of real symmetr...
AbstractThere is remarkable and distinctive structure among Hermitian matrices, whose graph is a giv...
AbstractFor Hermitian matrices, whose graph is a given tree, the relationships among vertex degrees,...
Abstract There is remarkable and distinctive structure among Hermitian matrices, whose graph is a gi...
Considered are combinatorially symmetric matrices, whose graph is a given tree, in view of the fact ...
Among the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph is a tre...
AbstractAmong the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph ...
AbstractWhen an edge is removed from an undirected graph, there is a limited change that can occur i...
Given a certain tree, we explore what we can infer about the eigenvalue multiplicities for a Hermiti...
AbstractWe consider the general problem of determining which lists of multiplicities for the eigenva...
Sem PDF conforme despacho.For a given graph, there is a natural question of the possible lists of mu...
AbstractAmong the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph ...
AbstractWe consider the general problem of determining which lists of multiplicities for the eigenva...
AbstractWhen an edge is removed from an undirected graph, there is a limited change that can occur i...
The maximum multiplicity of an eigenvalue in a matrix whose graph is a tree, M1, was understood full...
We characterize the possible lists of multiplicities occurring among the eigenvalues of real symmetr...
AbstractThere is remarkable and distinctive structure among Hermitian matrices, whose graph is a giv...
AbstractFor Hermitian matrices, whose graph is a given tree, the relationships among vertex degrees,...
Abstract There is remarkable and distinctive structure among Hermitian matrices, whose graph is a gi...
Considered are combinatorially symmetric matrices, whose graph is a given tree, in view of the fact ...
Among the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph is a tre...
AbstractAmong the possible multiplicity lists for the eigenvalues of Hermitian matrices whose graph ...
AbstractWhen an edge is removed from an undirected graph, there is a limited change that can occur i...