If Darwinism may be said to have shown how the illusion of design may exist
without need of a designer, we have still perhaps lacked an equivalently
powerful form of explication that might show how the illusion of creativity
could exist without need of invoking a creator. It has been claimed in some
quarters that QM might provide such an explanation in that it purportedly
allows for "something" to appear where there had previously been "nothing".
This view is however open to criticism on the grounds of quibbling about
the meaning of the terms employed.

It occurs to me however that the thrust of the computationalist
explanation, independent of its other putative merits or defects, could be
seen as tending in this direction. At least, if it cannot intelligibly be
shown how something could arise from nothing, it is rather less puzzling
how 0 might be followed by its successors. Indeed it makes little sense to
quibble about this at least as an abstract point of departure. And this
very point of departure is itself little more than we need to invoke the
existence of a maximally-compact intensional widget, the unfolding
extension of which, when filtered through the strenuous sieve of
first-personal logic, may ultimately give rise to the entire perceptual
panoply of concrete creativity. This kernel of creation, in its intensional
and extensional forms, is of course what Bruno refers to as the UD and its
trace.

One might say, aphoristically, that arithmetic might be a maximally lazy
creator's way of ensuring the implicit creation of everything without
explicitly invoking anything other than one simple expression. And although
the creative principle is maximally compressed within this single
expression there is no way of discovering its concrete consequences other
than inhabiting the infinite spaces of its expansion. Perhaps one could say
with only a tinge of hyperbole that this may indeed be the divine route to
knowledge.

David

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