Motivated by the recent advances in the field of quantum computing, quantum systems are
modeled and analyzed as networks of decentralized quantum nodes which employ …

The resistance distance between any two vertices of a connected graph is defined as the
effective resistance between them in the electrical network constructed from the graph by …

The graphene-hexagonal boron nitride (G-hBN) plays a role of quantum dynamical systems
under the influence of external fields. Quantum chaos theory concerning level repulsion can …

A new method for the construction of the binary quantum stabilizer codes is provided, where
the construction is based on Abelian and non-Abelian groups association schemes. The …

Sažetak The resistance distance between two vertices of a connected graph is defined as
the net effective resistance between them when each edge of the graph is replaced by a …

Foster's network theorems and their extensions to higher orders involve resistance values
and conductances. We establish identities concerning voltage values and conductances …

In this paper, the entanglement entropy is investigated in the ground state of a spinless free
fermion Hamiltonian where its hopping matrix is given by the adjacency matrix of the graph …

In this paper, we study the general spinless quadratic fermion Hamiltonian with interaction
matrices given by the symmetric and antisymmetric parts of the adjacency matrix of a …

The effective resistance (ER) between a pair of nodes in a weighted undirected graph is
defined as the potential difference induced when a unit current is injected at one node and …

We consider a pure 2m-qubit initial state to evolve under a particular quantum mechanical
spin Hamiltonian, which can be written in terms of the adjacency matrix of the Johnson …