Аннотации:
Collisionless quantum kinetic equations are considered in curved space-time with symmetries. It is shown that, if the Killing vector exists, then the quantum-corrected Vlasov equation has a solution of the form of a local functional of the solution of the classical Vlasov equation. Curvature corrections of the energy-momentum tensor are obtained, which are the moments of the classical distribution function and its derivatives. © 1991.