In the absence of a small parameter for systematic many-body analysis
(e.g., strongly coupled systems), the construction of an appropriate k
inetic theory description necessarily has an uncontrolled, phenomenolo
gical component. In this context it is useful to identify selective ex
act properties of the underlying microscopic description to serve as c
onstraints for guidance in the construction of an approximate kinetic
theory. We consider here three such properties: 1) exact local conserv
ation laws; 2) exact stationary solutions; 3) exact relationship of on
e- and two- particle reduced density operators. The corresponding cond
itions on the kinetic description are identified, and a simple ''mean
field'' approximation is indicated as an example.