V. P. Gusynin

Sum Rules for the Optical and Hall Conductivity in Graphene

Graphene has two atoms per unit cell with quasiparticles exhibiting the Dirac-like behavior. These properties lead to interband in addition to intraband optical transitions and modify the

Dynamics in the quantum Hall effect and the phase diagram of graphene

f

Edge states, mass and spin gaps, and quantum Hall effect in graphene

-sum rule on the longitudinal conductivity. The expected dependence of the corresponding spectral weight on the applied gate voltage

Dynamics and phase diagram of the ν = 0 quantum Hall state in bilayer graphene

V_g

Edge states on graphene ribbons in magnetic field : Interplay between Dirac and ferromagnetic-like gaps

in a field effect graphene transistor is

Toward theory of quantum Hall effect in graphene

\sim {const}- |V_g|^{3/2}

Edge states in quantum Hall effect in graphene (Review Article)

. For

Pseudogap phase formation in the crossover from Bose-Einstein condensation to BCS superconductivity

V_g =0

Anomalous thermospin effect in the low-buckled Dirac materials

, its temperature dependence is

Coexistence and competition of nematic and gapped states in bilayer graphene

T^3