iai.tv/assets/videos/linked/HTL … RSE.SD.mp4
I think that they are both of those things (in a way). Physics is a human construction that seeks to model how physical reality seems to us to behave. So in one sense it is something we made. But in another sense it captures and reflects something beyond itself.
Physics isn’t just literary fiction, it isn’t pure creative anything-goes. You really can use the mathematics of theoretical physics to predict what future observations will be. And quite often those future observations are almost precisely what physicists predicted they will be.
So how is that possible unless the mathematics is somehow isomorphic with some formal aspect of reality? (The no-miracles argument and ontic structural realism.)
iai.tv/assets/videos/linked/HTL … nce_SD.mp4
I have a lot of respect for Massimo Pigliucci, but (without watching his video) have to disagree with that idea. Physics still needs evidence, in the absence of evidence physics runs the risk of turning into speculative metaphysics.
I think that contemporary theoretical physics is increasingly moving in that direction. The always outspoken Sabine Hossenfelder, author of the recent Lost in Math seems to think so. The problem seems to be that many recent theoretical physicists proposed theories based on their mathematical elegance and their potential ability to solve various outstanding problems. (String-theory, supersymmetry, and whatnot.) The only problem with that, is that experimental evidence that might be expected to confirm them doesn’t seem to.
blogs.scientificamerican.com/cr … -thinking/
She quotes the famous physicist Frank Wilczek, who appears to agree with her: “But I don’t think we should compromise on this idea of post-empirical physics. I think that’s appalling, really appalling… If there was any bit of experimental evidence that was decisive and in favor of the theory, you wouldn’t be hearing these arguments. You wouldn’t. Nobody would care. It’s just a fallback. It’s giving up and declaring victory. I don’t like that at all.”
math.columbia.edu/~woit/wordpress/?p=10314
Sabine Hossenfelder’s chapter titles are something to behold. A few examples:
Chapter 6: The Incomprehensible Comprehensibility of Quantum Mechanics – In which I ponder the difference between math and magic.
Chapter 8: Space, the Final Frontier – In which I try to understand a string theorist and almost succeed.
Chapter 9: The Universe, All There Is, and the Rest – In which I admire the many ways to explain why nobody sees the particles we invent.
Chapter 10: Knowledge is Power – In which I conclude the world would be a better place if everyone listened to me.
(I can’t help it. I just gotta like this woman.)