| I think ultimately the biggest problem science has is the type of thinking that fuel's things like "Occam's razor". It's the same reason why things like Euclid's 5th Postulate (the Parallel postulate) puzzled so many mathematicians for so many years. It wasn't till the 19th century that non-Euclidean geometries were finally considered, but it seems pretty obvious in hindsight given how rare flat 2d planes actually are in nature The common metaphor given for Occam's razor is a field with some random dots plotted. Those points are "evidence" and drawing a shape around them is a "theory" or hypothesis. Then a shape that encapsulates those dots is said to be the most preferred theory when compared to something like a rabbit or some other arbitrary shape But there is an inherent assumption there about what the plane looks like. It's entirely possible that the geometry on which those points of evidence lie actually lends itself to where drawing a rabbit around all those points actually IS the "simplest" assumption The are known knowns, known unknowns, and unknown unknowns. But there's a fourth category: ideology. The unknown knowns In my view, it's this 4th category that ultimately dooms science. Science is ultimately cultural and there's no way around that. Our institutional science is always looking at analyzing outwardly: gathering more and more data; but just as important is analyzing inwardly. Being self-critical about our invisible assumptions. We can never fully absolve ourselves of unknown knowns, but I do believe in a "more perfect" mission. One in which we always accept we're imperfect but working towards a closer vision. But to work towards this, we need to not only analyze the dots, but also the geometries on which we place those dots |