Talk:2610: Assigning Numbers

Does this imply that Gödel's Incompleteness Theorem isn't correct? And that it's method is bunk? Please help! -Seer 162.158.107.230 02:08, 23 April 2022 (UTC) I believe the intention is that the theorem is not part of the set of bad data science, just that they share this one feature.

Isn't the Gödel number for a theorem calculated by multiplying the numbers of the components together, so complicated theorems would have larger numbers? If so, the current explanation that this isn't a good way to judge fields is wrong. I'm not too sure though. MrCandela (talk) 05:52, 23 April 2022 (UTC)

I do not believe that the title suggests renumbering theorems with Gödel numbers, but averaging the existing theorem numbers. Or otherwise, MrCandela's suggestion would be the way to go: Complicated Theorems have larger numbers. Sebastian --172.68.110.133 08:10, 23 April 2022 (UTC)

Yeah a quick look at some magazines like this one and I think Randall has a point MrCandela (talk) 09:48, 23 April 2022 (UTC)

I wish I'd started the explanation off when I first saw it (somone posted the first Transcript whilst I was pondering, so I left off). I think there's some serious re-editing to be done, but basically it points to someone (Cueball, a dabbling armchair mathematician faced with some not directly mathematically-based problem) thinking that 'all' it takes is to encode the whatever-it-is, arbitrarily, and then with a few easy equations something useful cannbe derived. When, in reality, even if this is possible (ignoring the "takes the age of the universe to permute things to find the right answer" sort of sticking-block) it depends upon a good numerical encoding (enough attention to detail, but not too much, and in the right sort of way) and possibly quite a lot of data-demunging and filtration (again, just the right amount and in the correct manner) to pop out the "answer" being looked for. For some things, this can be easy, though there are always statistical pitfalls/etc. For others ("life, the universe and everything", say) the task is far more complex and the result ("42"?) might not seem to be a very useful result for various reasons. And, on top this, there's Gödel. But that's an additional punchline, not the whole scope of the original joke. ...Anyway, this long comment is why I held back from writing the original Explanation, but I might yet wrangle my thoughts into what's since been put there. While trying not to tread upon too many toes and alternate explanations. Which is the hardest bit, I think... 172.70.86.64 15:48, 23 April 2022 (UTC)