Re: Disproof of the Halting Problem's Conclusion
From: >parr\(*> (KurlyGina_at_tenretnitb.moc)
Date: 07/17/04
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Date: Sat, 17 Jul 2004 05:46:12 +0000 (UTC)
"Peter Olcott" <olcott@worldnet.att.net> wrote in message
news:H1ZJc.102348$OB3.64898@bgtnsc05-news.ops.worldnet.att.net...
|
| > However, that does not prove it is possible to create
| > WillHaltPO(M,w). In the absence of code for such a program, we
| > simply don't know one way or the other.
| >
| > Restating those two positions:
| > To show that the Halting Problem Conclusion has not
| > been refuted, it is still necessary to show that
| > WillHaltPO(M,w) cannot exist.
| >
| > In order to refute the Halting Problem conclusion
| > fully, it is still necessary to prove the existence
| > of WillHaltPO(M,w).
| >
| > Do you agree so far?
|
| I would say that proving that their proof does not prove
| what the conclusion concludes would be a complete refutation.
|
|
| X ="A Solution to the Halting Problem can not possibly exist."
|
| You say that you proved X.
| I prove that you did not prove X.
OK
You believe you have proved the existence of WillHaltPO(M,w). And
that it's just ordinary software. It has the following properties:
1. It can't work if its code were known.
2. It can't work if its output could be
accessed by another program.
3. It can't work unless it is armed with a
random number generator which allows it to
speak in code to its user.
OK
Let's get another point clarified before we continue.
Your program needs a random number generator to make it work
successfully.
Is your rng software based? Remember that software based rngs are
deterministic and can be predicted.
-- )>==ss$$%PARR(º> Parr
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