Natural Philosophy
A community for anyone interested in big questions and meta-questions pertaining to the natural world. For the purpose of this community, natural philosophy encompasses philosophy of science and metaphysics as well.
For those of you on Matrix, there is a super-space which tries to aggregate scientific chat rooms and spaces at #science-space:matrix.org, including a room for philosophy of science and a physics space.
Moderation: Submissions and comments are moderated on a subjective case-by-case basis to facilitate and maintain a healthy, pleasant, and rewarding environment for anyone with a genuine interest in learning, participating, or merely lurking. Just to state some obvious (non-exhaustive set of) behaviours and content we won't have here: bigotry; hate speech; sealioning; strawmen; pseudo-/anti-science; dis-/misinformation. Additional context may be taken into consideration as well.
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I personally feel like there isn't nearly enough of a basis to form a strong stance from, but I'm pulled in different directions by different concerns.
On an emotional level, I'm perhaps slightly discomforted by the idea of "turtles all the way down". On the other hand, being human, I feel that need for answers - to find explanations. So if nature really simply isn't explainable in terms we care about, and asking "why [anything]" is a category mistake, that's a bit.. unsatisfying.
If there is a "definite, most fundamental level of explanation", I.. don't know how that would make me feel because I can't imagine how that would work. Gödel's second incompleteness theorem tells us that any formal system capable of encoding (at least) basic arithmetic (natural numbers, addition and multiplication) is unable to prove its own consistency. If our universe can encode such arithmetic, then we can never prove any Theory of Everything to be right from within, leading to the conclusion that it is either (i) inconsistent or incomplete, or (ii) verifiable from a more complex system (necessitating an infinite hierarchy of increasingly complex universes as you go "outwards"). If our universe can't encode such arithmetic, then.. well that would be interesting and I haven't considered that idea enough to know if that could possibly be the case (most of mathematics would then be what.. entirely ill-defined/incoherent?). It could also be that our universe contains actual paradoxes, thus requiring a paraconsistent logic to accurately describe.
Anyway, those are my musings for now.