“But without the premise that the territory is maths, the rest of the paradox doesn’t follow.”
I explicitly said “mathematically describable” implying I am not identifying the theory with reality. Nothing in my “argument” makes this identification
yes, but I think your reasoning “If 2 is only talking about the map, it doesn’t imply 3” is too vague. I’d rather not go into it though, because I am currently busy with other things, so I’d suggest letting the reader decide.
Edit: reading back my response, it might come accross as a bit rude. If so, sorry for that, I didn’t mean it that way.
“But without the premise that the territory is maths, the rest of the paradox doesn’t follow.”
I explicitly said “mathematically describable” implying I am not identifying the theory with reality. Nothing in my “argument” makes this identification
Then the argument fails through non sequitur. If 2 is only talking about the map, it doesn’t imply 3.
I think this is too vague, but I will drop this discussion and let the reader decide.
Do you know what “” non sequitur” means?
yes, but I think your reasoning “If 2 is only talking about the map, it doesn’t imply 3” is too vague. I’d rather not go into it though, because I am currently busy with other things, so I’d suggest letting the reader decide.
Edit: reading back my response, it might come accross as a bit rude. If so, sorry for that, I didn’t mean it that way.