cause like was i saying before: none of them really had much value to
add to polcott's life anyways, tbh. they were just distracting him from people who actually matter 🤷
really, it was just two sides talking past each other endlessly, none of whom are correct enough to end the debate...
ofc tho, i'm still here 😂😂😂
🤡🌎
On 12/5/2025 1:23 AM, dart200 wrote:
cause like was i saying before: none of them really had much value to
add to polcott's life anyways, tbh. they were just distracting him
from people who actually matter 🤷
really, it was just two sides talking past each other endlessly, none
of whom are correct enough to end the debate...
That is an incorrect assessment.
I was correct all along since more than 21 years ago
when I first said this
*The H/D halting problem instance is isomorphic to the Liar Paradox*
My first post on the Halting Problem Jun 6, 2004, 9:11:19 AM
said something similar to this.
Alan Turing's Halting Problem is incorrectly formed
Jun 6, 2004, 9:11:19 AM https://groups.google.com/g/sci.logic/c/V7wzVvx8IMw/m/ggPE6a-60cUJ
I have said this more accurately recently.
The halting problem requires a halt decider H to
correctly report the halting behavior of an input
D that does the opposite of whatever H reports.
This H/D pair (not the halting problem itself) is
isomorphic to the liar paradox.
The liar paradox and this H/D pair are a type of
decision problem instance.
The decision problem of the Liar Paradox is to
determine whether or not an input finite string
has the semantic property of Boolean True.
The decision problem of the Halting Problem is to
determine whether or not an input finite string has
the semantic property of Halting.
*The above tightens the analogy shown below*
Can Carol correctly answer “no” to this (yes/no) question?
E C R Hehner. Objective and Subjective Specifications
WST Workshop on Termination, Oxford. 2018 July 18.
See https://www.cs.toronto.edu/~hehner/OSS.pdf
Halting Problem Proof Counter-Example is Isomorphic to the Liar Paradox https://www.researchgate.net/ publication/398375553_Halting_Problem_Proof_Counter- Example_is_Isomorphic_to_the_Liar_Paradox
ofc tho, i'm still here 😂😂😂
🤡🌎
On 12/5/25 8:38 AM, olcott wrote:
On 12/5/2025 1:23 AM, dart200 wrote:
cause like was i saying before: none of them really had much value to
add to polcott's life anyways, tbh. they were just distracting him
from people who actually matter 🤷
really, it was just two sides talking past each other endlessly, none
of whom are correct enough to end the debate...
That is an incorrect assessment.
I was correct all along since more than 21 years ago
when I first said this
idk bro. in my own journey i've gone thru a series of highs and lows of feeling more or less correct and i'm still not entirely sure if i'm
correct ...
I don't think that is the shell game. PO really /has/ an H
(it's trivial to do for this one case) that correctly determines
that P(P) *would* never stop running *unless* aborted.
i'm just paying my role atm cause what else can i do???
*The H/D halting problem instance is isomorphic to the Liar Paradox*
My first post on the Halting Problem Jun 6, 2004, 9:11:19 AM
said something similar to this.
yeah i agree with that,
but we need to make a change in order to prevent it's expression and the only change that kinda works is reflection
(unless you purposefully lie about the reflection, which idk what to do about atm)
Alan Turing's Halting Problem is incorrectly formed
Jun 6, 2004, 9:11:19 AM
https://groups.google.com/g/sci.logic/c/V7wzVvx8IMw/m/ggPE6a-60cUJ
I have said this more accurately recently.
The halting problem requires a halt decider H to
correctly report the halting behavior of an input
D that does the opposite of whatever H reports.
This H/D pair (not the halting problem itself) is
isomorphic to the liar paradox.
The liar paradox and this H/D pair are a type of
decision problem instance.
The decision problem of the Liar Paradox is to
determine whether or not an input finite string
has the semantic property of Boolean True.
The decision problem of the Halting Problem is to
determine whether or not an input finite string has
the semantic property of Halting.
*The above tightens the analogy shown below*
Can Carol correctly answer “no” to this (yes/no) question?
E C R Hehner. Objective and Subjective Specifications
WST Workshop on Termination, Oxford. 2018 July 18.
See https://www.cs.toronto.edu/~hehner/OSS.pdf
Halting Problem Proof Counter-Example is Isomorphic to the Liar Paradox
https://www.researchgate.net/
publication/398375553_Halting_Problem_Proof_Counter-
Example_is_Isomorphic_to_the_Liar_Paradox
ofc tho, i'm still here 😂😂😂
🤡🌎
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