Re: Why Peter Olcott is correct

Liste des GroupesRevenir à c theory 
Sujet : Re: Why Peter Olcott is correct
De : mikko.levanto (at) *nospam* iki.fi (Mikko)
Groupes : comp.theory
Date : 18. May 2025, 11:17:07
Autres entêtes
Organisation : -
Message-ID : <100cc33$uk44$1@dont-email.me>
References : 1 2 3 4 5
User-Agent : Unison/2.2
On 2025-05-18 02:32:10 +0000, Mr Flibble said:

On Sat, 17 May 2025 21:28:23 -0500, olcott wrote:
 
On 5/17/2025 8:10 PM, Mr Flibble wrote:
On Sun, 18 May 2025 02:06:43 +0100, Mike Terry wrote:
 
On 18/05/2025 01:11, Mr Flibble wrote:
Hi!
 In the case of pathological input, Peter's SHD only needs to report a
correct halting result *as if* the simulation was run to completion:
 Right.  If the simulation is run to completion, that's like a UTM
simulating the input, and equivalent to asking whether the input
halts. This is the case for all inputs, not just "pathological" ones,
whatever they are exactly.
 PO's DD() calls an "embedded HHH" which aborts its simulation.  If
that DD is simulated to completion it halts, so that is what his SHD
needs to report.  PO has verified this directly, and has published the
traces showing DD halting when simulated to completion.
 
whether we abort, or continue until we run out of stack space makes
no difference: we are detecting INFINITE recursion which can be
viewed as non-
halting.
 Eh?  PO does have a couple of SHDs that simulate his DD to completion,
and they all show DD halting!
There's no infinite recursion, only some level of finite recursive
simulation.
 PO gets confused, because his SHD HHH simply /doesn't/ simulate DD to
completion.  It aborts, and then decides non-halting.  That's the
reverse of what you said in the first paragraph.  So your thread title
is misleading - PO is actually *incorrect*.  I've corrected the title
to avoid confusion.
 No, halting the simulation is NOT THE SAME as a halting result of
HALTING for what is being simulated.  I have changed the subject title
back, you jackass.
 /Flibble
 He is only terribly wrong on this one point. Mike has by far the most
complete understanding of my work than anyone else in the world.
 He may have never heard of the *Strawman Fallacy*
Description: Substituting a person’s actual position or argument with a
distorted, exaggerated, or misrepresented version of the position of the
argument.
https://www.logicallyfallacious.com/logicalfallacies/Strawman-Fallacy
 He even showed exactly how the words Professor Sipser agreed to do
derive a correct simulating termination analyzer.
 On 5/14/2025 7:36 PM, Mike Terry wrote:
https://al.howardknight.net/?
STYPE=msgid&MSGI=%3C1003cu5%242p3g1%241%40dont-email.me%3E
  Before Mike's succinct and correct reply all of my reviewers were having
fun playing sadistic head games insisting on only talking in endless
circles.
 Yes, I am getting that impression too: this is the problem with learn by
rote vs genuine understanding, no critical thinking.
Some participants of these discussions are are very poor both at learning
by rote and at critical thinking.
--
Mikko

Date Sujet#  Auteur
18 May02:06 * Re: Why Peter Olcott is incorrect17Mike Terry
18 May02:42 +* Re: Why Peter Olcott is correct10Mike Terry
18 May03:06 i+* Re: Why Peter Olcott is correct5Mike Terry
18 May04:09 ii`* Re: Why Peter Olcott is correct4olcott
18 May11:08 ii +- Re: Why Peter Olcott is correct1Mikko
18 May11:11 ii +- Re: Why Peter Olcott is correct1Fred. Zwarts
18 May12:12 ii `- Re: Why Peter Olcott is correct1Richard Damon
18 May04:01 i+* Re: Why Peter Olcott is correct3olcott
18 May10:58 ii+- Re: Why Peter Olcott is correct1Fred. Zwarts
18 May11:12 ii`- Re: Why Peter Olcott is correct1Mikko
18 May04:03 i`- Re: Why Peter Olcott is correct1olcott
18 May03:08 +* Re: Why Peter Olcott is proven correct by honest reviewers3olcott
18 May10:55 i+- Re: Why Peter Olcott is proven correct by honest reviewers1Fred. Zwarts
18 May11:21 i`- Re: Why Peter Olcott is proven correct by honest reviewers1Mikko
18 May03:28 `* Re: Why Peter Olcott is correct3olcott
18 May04:12  +- Re: Why Peter Olcott is correct1olcott
18 May11:17  `- Re: Why Peter Olcott is correct1Mikko

Haut de la page

Les messages affichés proviennent d'usenet.

NewsPortal