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Science's Breakthrough of the Year

johkir writes "Last year, evolution was the breakthrough of the year; We found it full of new developments in understanding how new species originate. But we did get a complaint or two that perhaps we were just paying extra attention to the lively political/religious debate that was taking place over the issue, particularly in the United States. Perish the thought! Our readers can relax this year: Religion and politics are off the table, and n-dimensional geometry is on instead. This year's Breakthrough salutes the work of a lone, publicity-shy Russian mathematician named Grigori Perelman, who was at the Steklov Institute of Mathematics of the Russian Academy of Sciences until 2005. The work is very technical but has received unusual public attention because Perelman appears to have proven the Poincaré Conjecture (Our coverage from earlier this year), a problem in topology whose solution will earn a $1 million prize from the Clay Mathematics Institute. That's only if Perelman survives what's left of a 2-year gauntlet of critical attack required by the Clay rules, but most mathematicians think he will. There is also a page of runner-ups. Many of which have been covered here on Slashdot."

3 of 92 comments (clear)

  1. Re:Update please by Wooloomooloo · · Score: 4, Informative

    He turned the prize down. In fact, he didn't even show up at the ceremony.

  2. It's runners-up, not runner-ups. by isaac · · Score: 4, Informative

    In case you were sick that day in remedial English 101, noun-adjective compounds - attorney general, mother-in-law, runner-up - are made plural by pluralizing the noun: attorneys general, mothers-in-law, runners-up.

    -Isaac

    --
    I am not a lawyer, and this is not legal advice. For Entertainment Purposes Only.
  3. Pereleman isn't accepting for a reason. by Starker_Kull · · Score: 5, Informative
    He thinks that academia is littered with people who are more interested in promoting themselves than who are actually good at research, and this leads to a lot more politicing than researching, and the system is set up to promote that. This is the reason he is not interested in claiming prize money or prizes or other official recognition of his worth. I don't necessarily agree with that point of view, but perhaps it is worth considering if he has a legitimate gripe? There is a good article about him in the New Yorker Mag; here is the link and concluding paragraphs:

    http://www.newyorker.com/fact/content/articles/060 828fa_fact2

    As for Yau, Perelman said, "I can't say I'm outraged. Other people do worse. Of course, there are many mathematicians who are more or less honest. But almost all of them are conformists. They are more or less honest, but they tolerate those who are not honest." The prospect of being awarded a Fields Medal had forced him to make a complete break with his profession. "As long as I was not conspicuous, I had a choice," Perelman explained. "Either to make some ugly thing"--a fuss about the math community's lack of integrity--"or, if I didn't do this kind of thing, to be treated as a pet. Now, when I become a very conspicuous person, I cannot stay a pet and say nothing. That is why I had to quit." We asked Perelman whether, by refusing the Fields and withdrawing from his profession, he was eliminating any possibility of influencing the discipline. "I am not a politician!" he replied, angrily. Perelman would not say whether his objection to awards extended to the Clay Institute's million-dollar prize. "I'm not going to decide whether to accept the prize until it is offered," he said. Mikhail Gromov, the Russian geometer, said that he understood Perelman's logic: "To do great work, you have to have a pure mind. You can think only about the mathematics. Everything else is human weakness. Accepting prizes is showing weakness." Others might view Perelman's refusal to accept a Fields as arrogant, Gromov said, but his principles are admirable. "The ideal scientist does science and cares about nothing else," he said. "He wants to live this ideal. Now, I don't think he really lives on this ideal plane. But he wants to."