Leandro O. Nascimento

Unitarity of theories containing fractional powers of the d’Alembertian operator

We examine the unitarity of a class of generalized Maxwell U(1) gauge theories in (2+1) D containing the pseudodifferential operator

Dynamical mass generation in pseudoquantum electrodynamics with four-fermion interactions

\Box^{1-\alpha}

Chiral-symmetry breaking in pseudoquantum electrodynamics at finite temperature

, for

Spin g-factor due to electronic interactions in graphene

\alpha \in [0,1)

Introduction to Topological Phases and Electronic Interactions in (2+1) Dimensions

. We show that only Quantum Electrodynamics (QED

Quantum-electrodynamical approach to the exciton spectrum in transition-metal dichalcogenides

_3

Two-dimensional Yukawa interactions from nonlocal Proca quantum electrodynamics

) and its generalization known as Pseudo Quantum Electrodynamics (PQED), for which

Interaction Induced Quantum Valley Hall Effect in Graphene

\alpha =0

Chiral symmetry breaking in the pseudo-quantum electrodynamics

and

Emerging Quantum Hall Effect in Massive Dirac Systems

\alpha = 1/2