  We investigated the thermodynamic properties of graphene in a noncommutative
phase-space in the presence of a constant magnetic field. In particular, we
determined the behaviour of the main thermodynamical functions: the Helmholtz
free energy, the mean energy, the entropy and the specific heat. The high
temperature limit is worked out and the thermodynamic quantities, such as mean
energy and specific heat, exhibit the same features as the commutative case.
Possible connections with the results already established in the literature are
discussed briefly.
