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In its current classical (frequentist) form, QT est can test each of these models, stated as a Null Hypothesis, provided that, in the random preference and random utility case, the user provides the mathematical description of the relevant polytope and that the latter is full-dimensional. For Cash I, there are 22 different rankings possible according to. Of those 120, the rankings predicted by either version of Cumulative Prospect Theory are only a fraction.

This table also shows that some of the rankings predicted by. For example, it is very difficult to find a weighting function and a utility function within Goldstein-Einhorn that will give us a preference ranking ABDCE (GE-V40): only one in the two million combinations of parameter values that we checked in our grid search of the parameter space for.