Well, perhaps my phrasing of “First Mover” was a little more suggestive than I meant it to be. Instead, we say, “Every epistemology needs a beginning.” This would be the God Axiom, the First Epistemological Mover, and an unprovable assertion/assumption. It would state by implication that anything which undergoes infinite turtles/djinn/ceilings is not a proper epistemology.
The other side of the coin would be, “There can be no beginning to epistemology.” I find this to be even more distasteful than the God Axiom, but in fact, sort of “provable” or at least supportable as no beginning axiom can exist that can’t be reasoned about. This implication would not be that epistemological sets don’t exist; it would seem (to me) to imply that they are not completely renumerable. One could never “complete” an epistemology, or determine all the elements. As well, it is impossible to stop creating meta-epistemologies. Truly, this involves infinities in multiple “dimensions” of reasoning.
Now THAT’S a dichotomy. Didn’t I say that everything can be reduced to a dichotomy?
Of course, both of these AGAIN assume that, as you’ve said, the universe is knowable in the first place. ::contemplates diving off cliff::
I’ve always pictured philosophical systems as a sort of Mobius Strip…every turtle stands on another turtle, but there are a finite number of them. So long as you live on this warped surface, everything fits together. What makes things tricky is that many different philosophies come to some similar conclusions, and therein lies the possibility of what I call puzzle-piece smashing (ie-if it doesn’t fit, we’ll MAKE it fit).
Ugh. People like this stuff?? HAHA. I do!