L. Wojtczak
Published 2012-11-07Version 1
The conditions for spontaneous magnetization in a single graphene sheet are discussed in the context of Mermin-Wagner theorem. It is rigorously proved that at any nonzero temperature the graphene monolayer is nonmagnetic as long as its intrinsic symmetry is preserved. Any electronic fluctuations breaking the pseudospin conservation law can be responsible for the existence of ferromagnetic order inside the graphene structure.
Subjecting a graphene monolayer to tension and compression
Single-electron $G^{(2)}$ function at nonzero temperatures
Magnetocapacitance of a graphene monolayer
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