"One of the greatest strengths of images, and, consequently, of an expanded reason [...] consists in the peculiar capacity of the eidolon to capture simultaneously [...] an interior, an exterior and a border." (Can you find a more basic image schema?)
It is the border between reason and imagination where he finds "some of the best creative manifestations." He also finds a relation of this to Plato's "middle way" between the sensible and the intelligible. (Remember my gal Khora?) Therein we can unite with the "continuous universal [...] beyond the superficial cognitive levels of the mind." (Remember differance as hyperobject?) He gives examples of how this is so in art, but I've yet to see him go below this into image schema, which are exactly the imaginative rationality he discusses. Recall this post:
"Recall this from L&J (Metaphors We Live By) on imagination and reason:
'What we are offering in the
experientialist account of understanding and truth is an alternative
which denies that subjectivity and objectivity are our only choices. We
reject the objectivist view that there is absolute and unconditional
truth without adopting the subjectivist alternative of truth as
obtainable only through the imagination, unconstrained by external
circumstances. The reason we have focused so much on metaphor is that it
unites reason and imagination. Reason, at the very least, involves
categorization, entail-ment, and inference. Imagination, in one of its
many aspects, involves seeing one kind of thing in terms of another kind
of thing—what we have called metaphorical thought. Metaphor is thus
imaginative rationality. Since the categories of our everyday thought
are largely metaphorical and our everyday reasoning involves
metaphorical entailments and inferences, ordinary rationality is
therefore imaginative by its very nature. Given our understanding of
poetic metaphor in terms of metaphorical entailments and inferences, we
can see that the products of the poetic imagination are, for the same
reason, partially rational in nature' (138-9)."
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