Magnetic graph matrices are powerful tools for modeling quantum systems and directed networks, but their application in network analysis has been limited by a lack of combinatorial understanding. We ...

Graph factorization involves decomposing a network into spanning subgraphs or “factors” whose components satisfy specified structural constraints, such as paths, cycles or stars. By systematically ...

Build graphs interactively by clicking on a canvas Create edges between nodes View the adjacency matrix (A) Compute and visualize (A^2) (number of 2-step walks between nodes) Animate all length-2 ...