The Poincaré Conjecture
An odd topic to say the least but it is actually one of the seven or so major 'unsolved' mathematics problems in the world.
It seems to have been solved about a year ago and other mathematicians are starting to agree.
Yahoo/UK/Reuters:
bq. A reclusive Russian may have solved one of the world's toughest mathematics problems and stands to win $1 million (560 million pounds) -- but he doesn't appear to care.
bq. Grigori Perelman from St. Petersburg claims to have solved the horrendously complicated Poincaré Conjecture that tries to explain the behavior of multi-dimensional shapes in space, thereby making himself eligible for the prize offered by the Massachusetts-based Clay Mathematics Institute.
bq. But there's a snag. He has simply posted his results on the Internet and left his peers to work out for themselves whether he is right -- something they are still struggling to do.
bq. "There is good reason to believe that Perelman's approach is correct. But the trouble is, he won't talk to anybody about it and has shown no interest in the money," said Keith Devlin, Professor of Mathematics at Stanford University in California.
bq. "There won't be a golden moment when he is suddenly accepted as being right. There will just be a drift in that direction," he told the annual meeting of the British Association for the Advancement of Science
People skilled in abstruse math problems are an interesting lot of very _very_ strange people. I have had the pleasure (I think) of knowing a few of them.
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The Poincaré Conjecture
Posted by DaveH at September 6, 2004 10:59 PM