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- W2013089557 abstract "A well-defined superoperator perturbation theory for propagators is developed, based on equivalence classes of operators, which avoids the ambiguity of approaches based on a degenerate inner product. The Van Vleck formalism provides a natural tool for such a theory when self-consistent propagator approximations are chosen as zeroth-order approximations." @default.
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- W2013089557 title "Superoperator perturbation theory for propagators" @default.
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