What do you make of the discovery of non-Euclidean geometry in the 1840's? Either the world is Euclidean or it's not. Yet each geometry is internally consistent. Math gives no clue as to which is true of the world. In fact that was the moment that people realized that math only tells you what's logically consistent; and can never tell you what's true.Philosophy Explorer wrote: ↑Tue Apr 10, 2018 11:50 pm Based on this article, I don't see why there's such a strong desire to separate math from physics:
https://en.m.wikipedia.org/wiki/Relatio ... nd_physics
You can't get your entire worldview from extremely naive and unsophisticated articles such as the one you just linked.