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wu :: forums    riddles    putnam exam (pure math) (Moderators: william wu, SMQ, Icarus, Eigenray, Grimbal, towr)    Is this the correct proof of Goldbach Conjecture? « Previous topic | Next topic » Pages: 1  Reply Notify of replies Send Topic Print    Author  Topic: Is this the correct proof of Goldbach Conjecture?  (Read 1252 times) anonymous Guest Is this the correct proof of Goldbach Conjecture?   « on: Apr 28th, 2003, 4:44pm » Quote Modify Remove http://jamesjoe.51.net/papers/paper01.html   The proof is in chinese language. Can anyone verify its correctness? IP Logged william wu wu::riddles Administrator     Gender: Posts: 1291 Re: Is this the correct proof of Goldbach Conjectu   « Reply #1 on: Aug 31st, 2003, 4:02am » Quote Modify i wish my chinese was good enough to read that IP Logged [ wu ] : http://wuriddles.com / http://forums.wuriddles.com Braincramps Newbie     Posts: 9 Re: Is this the correct proof of Goldbach Conjectu   « Reply #2 on: May 10th, 2004, 2:35pm » Quote Modify The one-line proof in Mandarin reads:   Account closed, please contact us. IP Logged towr wu::riddles Moderator Uberpuzzler Some people are average, some are just mean.     Gender: Posts: 13730 Re: Is this the correct proof of Goldbach Conjectu   « Reply #3 on: May 10th, 2004, 2:42pm » Quote Modify You might consider that this wasn't the case one year ago, when the thread was started.. IP Logged Wikipedia, Google, Mathworld, Integer sequence DB jamesjoe Guest Re: Is this the correct proof of Goldbach Conjectu   « Reply #4 on: Aug 20th, 2004, 10:38pm » Quote Modify Remove That paper is not correct enough to proof the Goldbach conjecture�I IP Logged Grimbal wu::riddles Moderator Uberpuzzler     Gender: Posts: 7527 Re: Is this the correct proof of Goldbach Conjectu   « Reply #5 on: Aug 21st, 2004, 3:53pm » Quote Modify The abstract says: "The author has proved that 4 has the specific solution of ?1+1?, and an even number more than 4 has the general solution of ?1+1?."   If he can prove that 1+1 = 4, he can prove anything. IP Logged Pages: 1  Reply Notify of replies Send Topic Print Forum Jump: ----------------------------- riddles -----------------------------  - easy   - medium   - hard   - what am i   - what happened   - microsoft   - cs => putnam exam (pure math)   - suggestions, help, and FAQ   - general problem-solving / chatting / whatever ----------------------------- general -----------------------------  - guestbook   - truth   - complex analysis   - wanted   - psychology   - chinese « Previous topic | Next topic »

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