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The question is about classical (newtonian) physics, which is a mathematical model, rather than the real world. The question is asking when is there non-determi
by cesaref 2y ago
The question is about classical (newtonian) physics, which is a mathematical model, rather than the real world. The question is asking when is there non-determinism in the newton mathematical model.
In the model, you have perfect spheres...
- xqcgrek2 2y agoNewtonian theory has no assumptions or requirements for perfect spheres.
- munchler 2y agoYou've got it backwards. Newtonian theory does not rule out perfect spheres (or any other mathematically perfect shape), hence the possibility of non-determinism.
- wruza 2y agoIt also better rule out general fractals as well, cause some shit will happen between these as well. Not fully sure, but it feels like Newtonian doesn’t really work with anything non-finitely jagged, cause geometry has extremums or simply insane behavior at everything non-linear non-finite.