  We calculate the corrections due to noncommutativity of space on the
Hamiltonian and then partition function of the canonical ensemble. We study
some basic features of statistical mechanics and thermodynamics including
equipartition and virial theorem and energy fluctuations: correspondence with
microcanonical ensemble, in the framework of non-commutative canonical
ensemble. The corrections imposed by noncommutativity of space are derived and
the results are discussed.
