| > Except atoms aren't atomic: they can be further subdivided Those are two different facts: 1. Atoms exist
2. Atoms can be divided
GP was attesting to #1 being a scientific fact for which "no matter your threshold for evidence needed, it can be met". If you object to the word "atoms" on the grounds of it having a specific meaning from 2K years ago, replace that with "the modern standard model of particle physics".>> > It means we have a statement for which we can generate additional evidence at will. > Reading the same book over and over again only gives you evidence about what the book says "Generate additional evidence at will" is packing a lot of stuff, but in my read it means "Generate a hypothesis", "Model a new experiment that can disprove it to the desired or available precision", "Review the experimental setup for any defects", etc etc. "Generate additional evidence at will" when applied to the "scientific fact that atoms exist" means that any new experiment that you design and perform will be compatible to that fact. There is no evidence whatsoever that atoms (at their "level of abstraction") do not exist. The only way I see out of that is if you're _so_ reductionist to the point where you accept that the _only_ thing that exists is whatever is at the lowest level of reality (quantum fields, quantum foam, whatever), but then I guess neither you nor I exist to be discussing this. |
You're describing certainty. This is a prediction, not reality. A new experiment you design and perform might not be compatible with the existence of atoms; that's the whole point of running experiments! (Of course, I have the same prediction; the proton-neutron-electron theory of atoms seems like a pretty solid one, at this point.)
Certainty does have interesting properties, from a Bayesian perspective: if you are certain of something, there is no finite amount of evidence that'll convince you otherwise. (Of course, humans aren't ideal Bayesian reasoners; you can usually provide enough evidence to convince a certain person otherwise, if they are actually wrong.)