We study the Landau level spectrum of bulk graphene monolayers beyond the Dirac
Hamiltonian with linear dispersion. We consider an effective Wannier-like tight-binding …

We experimentally investigate the width of extended states in disorder-broadened Landau
levels (LLs) in top-gated epitaxial graphene on silicon carbide using two different methods …

The magnetopolaron is formed via electron–acoustic deformation phonon coupling in the
presence of a magnetic field in monolayer graphene. We find that an energy gap (EG) is …

Conductance fluctuations associated with transport through quantum-dot systems are
currently understood to depend on the nature of the corresponding classical dynamics, ie …

Temperature effect of the bound magnetopolaron on the bandgap are discussed in
monolayer graphene (MG). The Lee-Low-Pine unitary variational method and linear …

We investigate the n= 0 Landau level (LL) in monolayer graphene with high magnetic field.
We find that the energy gap is opened in the n= 0 LL by the magnetic-field-dependent lattice …

In this paper we study the excitation spectrum of graphene in a strong magnetic field,
beyond the Dirac cone approximation. The dynamical polarizability is obtained using a full π …

One of the most distinctive features of graphene is its huge inter-Landau-level splitting in
experimentally attainable magnetic fields which results in the room-temperature quantum …

The simultaneous presence of a strong magnetic field B and disorder can result in many
fascinating physical phenomena. For instance, the integer quantum Hall effect (IQHE) is …

We consider a single-layer graphene with high ripples, so that the pseudomagnetic fields
due to these ripples are strong. If the magnetic length corresponding to a typical …