just 5 quick answers then I can summarise and GO

From: |-|erc (h_at_r.c)
Date: 01/10/05 

Date: Tue, 11 Jan 2005 03:12:08 +1000

A)
SEQUENCE = <314159265..........................................................................>>

                         <--- HOW MANY DIGITS???--->

(B)
COMPUTABLES
1 <398498498.................>
2 <484849848.................>
3 <383873838.................>
..

How many digits of (A) appear in correct sequence in (B), guaranteed?

1 _______

===================================================

(A)
RANDOM SEQUENCE = <654445676764545..............................................................>
                                            <--- HOW MANY DIGITS???--->

(B)
COMPUTABLES UTM(row, col) mod 10
1 <398498498.................>
2 <484849848.................>
3 <653873838.................>
..

How many digits of (A) appear in correct sequence in (B), guaranteed?

(Randomness could be introduced from outside the computer).

2 __________

===================================================

So given a coin sequence <HTHHHTTHTTHTHTHTHHHTH.......................>

How many flips (at least) of cs appear on the computable number list in order?

CNL = UTM(row, col) mod 2

<0010101010100101..>
<1010110110101001..>
<0000000000000000..>
<1111111111000000..>
<1010101010101010..>
..

3 __________

==================================================

> >> all coin sequences are computable to infinite length ?
>
> false

4 = "all coin sequences to infinite length appear (all flips in order) in any UTM computable list."

4 <-> _________

=======================================================

>
> >What about this one, any Cantorians want to assign it T or F?
>
> >"There is a maximum to the number of coins in any given oo coin sequence, that can be computed"
>
> false too

What is the opposite as a true proposition?

5 ___________________________________________

======================================================== 

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