andyandy
anthropomorphic ape
- Joined
- Apr 30, 2006
- Messages
- 8,377
I read a few articles not too long ago saying that some eccentric Russian mathematician had actually proved it. Does anyone know if the declaration of proof was premature?
that was one of the other 7 Millenium Prize problems - the Poincare conjecture.
YOU have got to be crazy to turn down $1 million and the top prize in your field - unless you are a mathematician, that is, for whom eccentricity is almost de rigueur.
Grigori Perelman, a Russian mathematician who has received widespread acclaim for his purported proof of the Poincaré conjecture, one of mathematics' most celebrated problems (see "Burden of proof"), did not turn up to collect his Fields medal on Tuesday. It is rumoured that he may also turn down the $1 million that the Clay Institute of Mathematics in Boston would award if his proof passes muster, as looks likely.
according to wolfram, re riemann
http://mathworld.wolfram.com/RiemannHypothesis.htmlThe Riemann hypothesis has thus far resisted all attempts to prove it. Stieltjes (1885) published a note claiming to have proved the Mertens conjecture with , a result stronger than the Riemann hypothesis and from which it would have followed. However, the proof itself was never published, nor was it found in Stieltjes papers following his death, so it is strongly believed his claim to have possessed such a proof was erroneous (Derbyshire 2004, pp. 160-161 and 250). In the late 1940s, H. Rademacher's erroneous proof of the falsehood of Riemann's hypothesis was reported in Time magazine, even after a flaw in the proof had been unearthed by Siegel (Borwein and Bailey 2003, p. 97; Conrey 2003). de Branges has written a number of papers discussing a potential approach to the generalized Riemann hypothesis (de Branges 1986, 1992, 1994) and in fact claiming to prove the generalized Riemann hypothesis (de Branges 2003, 2004; Boutin 2004), but no actual proofs seem to be present in these papers. Furthermore, Conrey and Li (1998) prove a counterexample to de Branges's approach, which essentially means that theory developed by de Branges is not viable.
I'm currently working on a proof - i'll publish it at the weekend
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