XLII Workshop on Geometric Methods in Physics Białystok, 30.06–5.07.2025 XIV School on Geometry and Physics Białystok, 23–27.06.2025

Jaromir Tosiek


The Dirac -- Weyl equation in graphene


Study of Wigner functions for massless Dirac fermions in a graphene layer lying on the $xy$-plane that interacts with an external homogeneous magnetic field $\vec{B}=B_{0}\hat{k}$ is presented. By solving the $\star_{M}$ Dirac-Weyl equation, the Landau levels as well as the Wigner functions for graphene electrons in the presence of magnetic field are obtained. The problem is considered on a discrete phase space.
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