Re: On Well-Ordering(s) and Sets Dense in the Reals, Infinity
From: |-|erc (h_at_r.c)
Date: 01/14/05
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Date: Fri, 14 Jan 2005 14:13:59 +1000
there's a reason why you are IRRATIONAL and DENSE
the solution to all your problems, 100 years of trying to connect the dots is here!
How many digits of a random sequence have that digit, and every preceding digit up to that digit
occur in order in the right spot on (a member of) the computable list?
Sequence = <6545345.....................................................................................>
|<------how many digits---------->|
UTM(row,col) mod 10
{
1 <333333333..>
2 <300000000..>
3 <699999999..>
4 <654314314..>
..
}
Herc
-- No act is more patriotic than speaking out when your government is doing the wrong thing in your name. This is not your right but your sacred duty. And none are more treasonous than those who would silence these voices. -------------------------------------s-o-s------------------------------------
- Next message: tchow_at_lsa.umich.edu: "Re: THIS STATEMENT HAS NO PROOF IN ANY SYSTEM = true or false?"
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- In reply to: Ross A. Finlayson: "On Well-Ordering(s) and Sets Dense in the Reals, Infinity"
- Next in thread: John Savard: "Re: On Well-Ordering(s) and Sets Dense in the Reals, Infinity"
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