Æon Magazine features a really inviting and illuminating essay from earlier this Summer on how Eastern thought, Buddhism in particular, which can come across to Western-thinkers as hopelessly mystical and too pliable for admitting contradictions, while saying nothing about inherent truths in any system, prevision—in a sense—and converge in the logical constructs of mathematics, modern set-theories which have applications in computing and high-level physics.
The article illustrates this range of connexions through parentage and siblings: mother of is functional since any son or daughter has just one, whereas son of or sister of is relative since there could be any number of permutations, dependent on the family or none at all. This article and discussion is certainly something to step away from and reflect on—rather than reading in one sitting, but it is without a doubt fascinating that mathematicians and logicians came to restore to the same quiver of paradigms as Eastern philosophies, without being some closeted mystic or Buddha-apologist. The fifth option, which could explode into all sorts of other dimensions, is what’s called the ineffable (a pretty neat sounding word): when those paradoxes and fundamental contradictions are handed down to us, seemingly only for the sake of confusion, a kōan—the sound of one hand clapping, we have to admit that it’s an experience too big to get our heads around and thus unspeakable. Presented with this possibilities—that there are things in the cosmos which we cannot articulate or even perceive, certainly seems very real and probably comprises an infinitely bigger part of reality, it seems however that we are just pushing back contradiction by a few powers, which may be significant in itself, by knowing of something that we can’t hope to address or not knowing about it at all.