New Yorker on Perelman and Poincaré Controversy
b4stard writes "The New Yorker has an interesting article on the recent proof of the Poincaré conjecture and the controversy surrounding it. This is a very nice read, which, among other things, sheds some light on what may have motivated Perelman in refusing to accept the Fields medal." From the article: "The Fields Medal, like the Nobel Prize, grew, in part, out of a desire to elevate science above national animosities. German mathematicians were excluded from the first I.M.U. congress, in 1924, and, though the ban was lifted before the next one, the trauma it caused led, in 1936, to the establishment of the Fields, a prize intended to be 'as purely international and impersonal as possible.'"
Is it so hard to understand that some people do things just because they love to, and don't like the burdens that come with fame?
not necessarily for his typical genius mathematician nutty professor image (from which this behavior seems to stem; see Einstein's quick switch from young stud to crazy haired geek, on purpose), but because of the interest it seems to be reawakening in Mathematics.
I used to carry a bottle of whiskey for snake bite. And two snakes. -Nefarious Wheel
The Fields Medal, like the Nobel Prize, grew, in part, out of a desire to elevate science above national animosities.
And dynamite. Pretty much the coolest invention ever. I don't know why anyone wouldn't list that first.
The theory of relativity doesn't work right in Arkansas.
I find the parallels between Perelman's proof of Thurston's Conjecture and Wiles proof of Fermat to be compelling:
Obviously the standing of Wiles and Perelman in the mathematical community couldn't be more different. Lets hope Perelman accepts an academic position somewhere so he can carry on his work with the honor he deserves.
The attempts by the Chinese to claim proof of Poincare is disgusting.
an ill wind that blows no good
i know this is probably hard for indoctrinated Americans to understand.
It's probably even harder for indoctrinated non-Americans to understand that the vast majority of Americans aren't particularly narcissistic, or remotely wealthy. At this point, in fact, the bulk of us are starting to get pretty damn sick and tired of both those SUV-driving narcissistic fuckwits that we have to contend with on the way to work every day, and judgmental foreigners that insist upon treating America (of all countries) as a monolithic culture.
But so far as refusing the prize is concerned, you're right, I'm sure he has that satisfaction. But, contrary to popular belief, the academic/scientific world is just as rife with dissent, personalities and politics as any other human endeavor. Consequently it's quite likely he refused the prize because he was pissed off about something or someone.
The higher the technology, the sharper that two-edged sword.
It is reassuring to see someone state this every now and again. I must get a T-shirt printed.
What exactly is narcissistic or greedy about a person humbly accepting an honor accorded them by their peers? You don't even have to show up to politely say "Thank you, but I prefer not to be in the spotlight, please donate the award money to $CHARITY or $SCHOLARSHIP or $WHATEVER."
I wasn't indoctrinated by my American parents to be particularly narcissistic or greedy, but I was indoctrinated to be gracious when someone in good faith offers you a gift or award.
Not that I care about whether this particular guy wants an award or not, but the implication that all good-hearted folk would refuse to humbly accept awards or accolades is pretty goofy.
The funny part is Perelman will be remembered in the field of mathematics as much for his integrity as for his accomplishment. Whereas Yau will probly be relegated to obscurity...
Perelman did not leave his position at the Steklov Institute as the article suggests, but rather, he was not allowed to return to his position. I believe that he already had a fairly reclusive and modest personality, and as was pointed out by the Sydney Morning Herald, the extremity of this nature was prompted when the faculty of the Steklov Institute declined to re-elect him as a member; his peers and close colleagues rejected him, the paper quotes a friend as saying that Perelman was made to feel as an "absolutely ungifted and untalented person". Wikipedia has more, saying that this stemmed "apparently in part out of continuing doubt over his claims regarding the geometrization conjecture".
There are few things more bitter than being betrayed by one, let alone a majority or all of your associates. I know all too well how that kind of utterly profound pain can easily turn one of your greatest passions in life (be it a pursuit or a person) into a source for nothing other than misery.
Ex nihilo nihil fit.
Perelman will be the one that goes down in history as the one that solved the conjecture to a satisfactory degree, no matter who else releases papers that pretend that his work was incomprehensible. That sort of argument doesn't really stand up very well, anyway; if it were easy to understand, it's likely someone would have trivially solved it earlier. The Chinese may very well have an army of extremely competent mathematicians, and two or three of them may have cleaned up Perelman's work to be a little more friendly to the mathematics community at large, but I suspect that Perelman will be the name that everyone remembers.
He's done his bit, people will remember him, and he'll get to work on more mathematics. He doesn't care, so I don't think we should care either. On to the next (apparently) intractable problem!
I would consider Yau's attitude, if the New Yorker piece is accurate, to be academic fraud, plagarism and the wilfull falsifying of results - any of which are severe enough in academia to warrant the nullification of previous awards, even if these took place afterwards. There have, in fact, been cases where doctorates have been revoked by the awarding University in England as a result of later scholarly abuses. They are certainly sufficiently serious that any professional mathematical society to which Yau belongs should investigate matters for possible disciplinary action should they be true.
(Sure, you can't do much. The military can court-martial, the Government can haul you off to Gitmo, but the mathematician's union is a little more limited. They could probably ban him from conferences they specifically held, and they could probably lean on journals to be more careful in refereeing his work, but that's about it. Well, actually, given his ego, they could probably take out an ad in a major Chinese newspaper, satirizing him. That could probably do him more damage than any official action.)
Personally, I think the Fields medal should have been awarded to Perelman specifically BECAUSE he refused it. They can't make him accept it - but that's what Swiss bank safety deposit boxes are for. On the other hand, they need to make it clear - to him and to everyone else - that mathematics is about truth, and truth has nothing to do with who accepts what. If a proof is correct, then it is correct and that is the end of the matter. Neither politics nor personalities have any say in it.
Furthermore, yes, it does turn him somewhat into a figurehead. And which would YOU prefer to be the role-model for all future mathematicians - the egomaniac or the gentleman? I'd argue that the sciences (and I include maths as a science) need to emphasise honesty, integrity and quality. Most here are computer programmers, or at least familiar with programming, so it would perhaps make sense to liken this to code. Would you rather a program work right (even if it's hard to understand), or be broken and/or stolen (even if it's made easy)? (I'll let you pick which OS' I am referring to, and which one I believe to be inherently superior.)
Perelman's proofs might be "high magic" in the coder's sense of being so hard very few (to none) can understand it, but I fail to see why that should be a problem. If anything, it is proof of the quality of his intellect and instinct. Those who reject that which they cannot understand are superstitious peasents. (Ok, that's a bit of a troll, but it's also true. You cannot learn that which you already understand, so it is only by not understanding that you are capable of learning. Thus, only the intelligent admit ignorance and only the ignorant claim certainty.)
Yau has claimed that he does not understand the proof. So where does the problem lie - with pto proof or Yau? Well, obviously Yau. If the problem was the proof, then Yau could establish where the error was that resulted in the proof being nonsense. The inability to establish such a proof does not mean that Perelman's work is perfect, only that it is beyond Yau to make any claims about it whatsoever. Were I to write a flawless program in raw assembly, would flaws magically apear if someone who could not read assembly state that it was incomprehensible to them? That would be stupid.
This entire dispute cuts to the heart of ALL theoretical and practical sciences and SHOULD be examined in depth by all official bodies with any degree of say in the matter. Perelman should NOT be permitted to walk away and play victim. If he is a victim of academic fraud, then academia has a responsib
It's a small world and it smells funny; I'd buy another if it wasn't for the money; Take back what I paid (SoM)
Not that journalists haven't been known to manipulate a few words here and then, but these clarifications just do not sound as a solid rebuttal at all - more like politics. They dispute the attribution of the words, rather then their content and, at that, take care not to explicitly say "I really think the reverse of what was printed in the article".
You're kidding me, right? You may be right about Perelman but Linus has been political from day one.
Please, for the good of Humanity, vote Obama.
Am I part of the core demographic for Swedish Fish?
What do old Mathematicians do, they can't all become academics, administrators and/or actuaries...
What do old computer scientist do, they can't all become academics, managers and/or administrators...
Youth is wasted on the young.
I thought an Engineering degree and computer science work would be applied enough and be structured enough to look like a reasonable career choice. It is not I am still looking for something that will suit me better, should I have shot for the moon, done pure maths and ended up a school teacher (not a well respected or well paid position in these parts. My father had the same choice having been best in his school at mathematics, there were few computers in 1960, so he followed in his fathers footsteps and did medicine, maybe my recently born kid can follow his star, shine brightly and live on welfare after his short bright career fades.
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