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by dsacco
3229 days ago
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I disagree, I think the peer review functioned exactly as it was supposed to. Her paper doesn't pass the sniff test for me whatsoever when it comes to security analysis. She spent close to no time analyzing the primitives she introduced (and with no proofs or rigor!), meanwhile the thing is 58 pages because she takes the time to explain what "determinism" and "seeds" are to her audience. "Exposition" is, in my opinion, a fully valid reason to reject a paper. I'm not going to sit and read your 60 page paper that could have been compressed to 10 pages if you just got to the point and assumed your audience understood the field well enough to assess your results. Rewrite it and send it back without the assumption that your audience needs to be reminded of everything they'd need to learn just to properly assess your result. It's not as though they rejected the paper on empirical grounds without a meritocratic review; they rejected it because they have a finite amount of time and (speaking as someone in the field) it's sort of annoying to read after page 10. I think academia frequently gets lost in the ivory tower and loses touch with what an accessible paper looks like; this is not an answer to that, it's a swing in the other direction, where papers with truly novel results will suddenly be hundreds of pages and tens of pages of setup. |
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We're already there with Inter-universal Teichmüller Theory (https://en.wikipedia.org/wiki/Inter-universal_Teichm%C3%BCll...), the entire mathematical field singlehandedly created by Mochizuki to prove the ABC Conjecture. Mochizuki worked in isolation and astounded the world by revealing all of this at once.
Now, the world's top mathematicians have been so impressed with whatever they've managed to understand from Mochizuki's papers that big efforts are being made to unravel it, getting Mochizuki to teach lectures, etc. As best as I know it, the entire thing hasn't been independently verified -- it's such a tall stack of novel mathematics.
Now: we can chastise Mochizuki for not playing within the ordinary rules of math research (publish ongoing research, etc.), or acclaim him as a genius having produced fundamental, discontinuous advances in his field... or we can do both.
I wouldn't blame people for holding off on "using" Mochizuki's results (they're too abstract for that, but anyway) because the whole thing is so obscure still. What's more: I wouldn't hold skepticism on Mochizuki as an example of academia being too self-referential. The academic rat race is supposed to keep these things from happening by imposing some structure on the production of knowledge.