Wereviewand extendthe qualitative relationships about the informational relevanceof variables in graphical decision modelsbased on conditional independenciesrevealedthroughgraphicalseparations of nodesfromnodesrepresentingutility onoutcomes. Weexploitthesequalitativerelationshipsto generate non-numericalgraphical proceduresfor identifying partial orderingsoverchancevariablesin a decision modelin termsof their informationalrelevance.We describean efficientalgorithmbasedona consideration of local properties of a propertywerefer to as useparation.Finally,wepresentresultsof computational efficiencies gainedvia the application of the new policies, basedon analysesof samplenetworkswith differentdegreesof connectivity.