Creativity is the discovery of models in the absence of a gradient.
Without ordering possible solutions in a locally flat space, how could there be directions? And often, you will have to create such an ordering function for the first time.
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In order to judge the quality or novelty of a model you will have to have some reference system that allows to measure (relative) distances between the known ones. Which in turn would give you some form of direction as soon as you have at least two different concepts.
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I think that you can measure distance as soon as you treat each difference relation as a quantifiable scalar, and you can map all dimensions of difference on a single one (usually by ignoring most of them). But if you increase that vector, you won't always find a valid object!
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