5,803 karma · joined March 7, 2017
A: "In particular, we show that the formalised Lean proof does not correspond to the NL proof of blow-up of solutions to the Navier-Stokes equations."
B: "No, they're not claiming that [...] The authors are claiming that the Lean proof is not the same proof as the NL one"
The question was: what's the difference between A and B?
Your answer to that question was "This paper says the NL proof does not match does not match the lean proof".
It seems to me like A is the exact same thing as B, and you are here claiming that they're different things while merely repeating the same claim that was already claimed in both A and B.
A: The English language description doesn't do the same thing as the code the AI wrote.
B: The English language description doesn't do the same thing as the code the AI wrote.
A and B are the same; there is no difference. Is this what you meant? Or did you mean the opposite of this? If you meant the opposite of this, what exactly is the difference?
For clarity: no, a 0.8B model is not gonna do that.
> note: this is a parody blog post, see these links for better/more complete open implementations of Jev: OpenJev, openjev-sglang, and OpenJev on DiffusionGemma.
Somehow the HN crowd has a bunch of "professionals" who don't care about error rates and think that a Qwen model running on a potato is frontier intelligence.
Also, the paper that OP is referring, is not describing anything that sounds like a generalist classifier (which is what Jev is). Their paper describes a tailored solution to one specific business problem. I'm sure it has some similarities with Jev, but it's still a completely different thing, and I'm confused why OP is claiming it to be the same thing.
If you don't believe me, just open the PDF and read the abstract.