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To: inquest
So can he solve the 3n+1 conundrum? That thing hit me like a curse when I first encountered it.

I suspect Tammet has difficulty with abstract reasoning, so it's most unlikely that he could do much with the 3n+1 problem.

33 posted on 02/19/2005 7:24:51 PM PST by snarks_when_bored
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To: snarks_when_bored
Well, I had to try. It would have brought peace to my mind. ;-)
35 posted on 02/19/2005 7:31:21 PM PST by inquest (FTAA delenda est)
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To: snarks_when_bored

It's unproven? Eh? It's easy to see why it brings a closure. I'll work on a proof tomorrow.


61 posted on 02/19/2005 8:17:24 PM PST by Nataku X (Food for Thought: http://web2.airmail.net/scsr/)
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To: snarks_when_bored

Easy, in the sense it's gonna hit a 2^n number (which, of course, brings closure) sooner or later by gradual trolling of the number...


62 posted on 02/19/2005 8:20:55 PM PST by Nataku X (Food for Thought: http://web2.airmail.net/scsr/)
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To: snarks_when_bored
3n+1 Problem Statement The 3n+1 conjecture, due to Collatz, is that any positive integer, n, iteratively operated upon by two simple rules leads to 1, having visited a possibly lengthy series of integers. The rules are that n, if odd, is converted to 3n+1, and, if even, is divided by 2. Each new n is treated by the same rules, repeatedly, until 1 is reached. The conjecture remains unproven. Its mathematical proof is the challenge.

Is there some problem with this? Get this theory nailed and you'll know immediately how much gas it will take to drive from L.A. to Des Moines and back, taking the southern route up and the northern route back....Taxes and tips included.

87 posted on 02/19/2005 9:03:10 PM PST by ErnBatavia (ErnBatavia, Boxer, Pelosi, Thomas...the ultimate nightmare Menage a Quatro)
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