Graph Parameters via Operator Systems
... of non-commutative graph theory. This is the main idea that drove our work. The vector spaces of matrices associated with a graph by Lovász and with a quantum channel by Duan, Severini, and Winter are both examples of finite dimensional operator systems. In particular, most of the vector spaces the ...
... of non-commutative graph theory. This is the main idea that drove our work. The vector spaces of matrices associated with a graph by Lovász and with a quantum channel by Duan, Severini, and Winter are both examples of finite dimensional operator systems. In particular, most of the vector spaces the ...
Algorithms for Matrix Canonical Forms
... — and for a square matrix A over a field the block diagonal Frobenius form F = P AP −1 . These forms are canonical representatives of the equivalence classes of matrices under unimodular pre-multiplication, unimodular pre- and post-multiplication, and similarity. Below we describe each of these form ...
... — and for a square matrix A over a field the block diagonal Frobenius form F = P AP −1 . These forms are canonical representatives of the equivalence classes of matrices under unimodular pre-multiplication, unimodular pre- and post-multiplication, and similarity. Below we describe each of these form ...
Tutorial: Linear Algebra In LabVIEW
... inputs and outputs for the given node through the connector pane. This implies each VI can be easily tested before being embedded as a subroutine into a larger program. ...
... inputs and outputs for the given node through the connector pane. This implies each VI can be easily tested before being embedded as a subroutine into a larger program. ...
