  The Liouville equation, first Bogoliubov hierarchy and Vlasov equations with
derivatives of non-integer order are derived. Liouville equation with
fractional derivatives is obtained from the conservation of probability in a
fractional volume element. This equation is used to obtain Bogoliubov hierarchy
and fractional kinetic equations with fractional derivatives. Statistical
mechanics of fractional generalization of the Hamiltonian systems is discussed.
Fractional kinetic equation for the system of charged particles are considered.
