Gödel's Incompleteness Theorem seems to suggest the same conclusion. Yes, it's not the same thing. Yes, it's an overworked analogy. But the fact remains, we rel

Gödel's Incompleteness Theorem seems to suggest the same conclusion. Yes, it's not the same thing. Yes, it's an overworked analogy. But the fact remains, we rely on axiomatic systems for all of science, and axiomatic systems are shown by that theorem to have fundamental limitations when you try to extend them to "everything".