You tell me, classical logician!
I don't have a fucking clue! That's why I use Lambda calculus and reject Aristotle's religion.
The answer is you can't really do it, so English will have to suffice.
That's how you defend your religion, eh?
You can just abstract it to return whatever you want.
Your program has again absolutely nothing to do with what is discussed. You are an idiot through and through.Logik wrote: ↑Sat Feb 23, 2019 12:27 amYou can just abstract it to return whatever you want.
Like this: https://repl.it/repls/FavoriteKindheartedCoolingfan
Too bad you can't do this in your religion. Dumb Aristotelian.
If you want to save face, just say so. It's OK to be wrong. Your brain has a bug - it's not your fault nature fucked up.
The program knows nothing about what a human or a proton is.Logik wrote: ↑Sat Feb 23, 2019 12:35 amIf you want to save face, just say so. It's OK to be wrong. Your brain has a bug - it's not your fault nature fucked up.
The program behaves EXACTLY as it's supposed to!
Jane = Jane => True (when comparing the same Jane to itself)
Jane = Jane => False (when comparing the two Janes to each other).
Proton = Proton => True (when comparing the two protons to each other)
Proton = Proton => True (when comparing the same proton to itself)
The above is not classical logic.
So what? I can model ALL of that information in the code.
As deep as it needs to! And then I come out unscathed.
You do realize that anyone can look at your claims and your programs and see that you are insane, right? This is a public forum after all.
Eh!? It allows for predicates which some have claimed can be equivalently represented by functions but I'm not sure about that but I thought classical logic allows for instantiations but if you prefer;
Are you perhaps appealing to 1st order logic?Arising_uk wrote: ↑Sat Feb 23, 2019 12:42 am Eh!? It allows for predicates which some have claimed can be equivalently represented by functions but I'm not sure about that but I thought classical logic allows for instantions but if you prefer;
∃x (Jane(x)).
∃y(Jane(y)).
What, you have resorted to shaming me now?