We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

抄録< jats: p> We use the line digraph construction to associate an orthogonal matrix with
each graph. From this orthogonal matrix, we derive two further matrices. The spectrum of …

We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

We use the line digraph construction to associate an orthogonal matrix with each graph.
From this orthogonal matrix, we derive two further matrices. The spectrum of each of these …

EUDML | A matrix representation of graphs and its spectrum as a graph invariant. Skip to main
content (access key 's'), Skip to navigation (access key 'n'), Accessibility information (access …