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Am Fri, 04 Jul 2025 07:34:39 -0500 schrieb olcott:This proves that HHH does simulate itself simulating DDDOn 7/4/2025 2:25 AM, Mikko wrote:On 2025-07-03 22:11:45 +0000, olcott said:On 7/2/2025 1:53 AM, Mikko wrote:On 2025-07-01 11:46:11 +0000, olcott said:Only because it is not simulated.It is relevant to the halting problem because no input to a halt
decider can possibly do the opposite of whatever its halt decider
decides.
Sounds like a bug.It is a detail that defines a partial halt decider that makes the "doAlthough it is called a description that term is inaccurate.What HHH correctly or otherwise simulates is merely an implementation
It leads people to believe that 98% of exactly what it does is close
enough. That DD() *DOES NOT DO* what DD correctly simulated by HHH
does is a key detail *THAT ALWAYS ESCAPES THEM*
detail.
the opposite" code unreachable.
No, what code does when executed. Nobody cares what any random simulatorWhat matters is the beahviour DD specifies.The behavior that an input specifies is only correctly measured by
correctly simulating this input.
does, especially when it is known that no simulator can simulate past
a call to itself.
That would make all programs the same when you prefixTo conquer each proof of the HP one at a time.
them with that call.
Which HHH doesn't do.Partial halt deciders only compute the mapping from their inputs to theIt is actually has 100% of all of the details that the machine code ofIn particular, it specifies whether the direct execution of DD halts or
DD has. The input to HHH(DD) *SPECIFIES*
100% of every detail of the exactly behavior *OF THIS INPUT*
not.
actual behavior that this input actually specifies.
A halt decider cannot compute the mapping from its own caller or its ownNor does it need to, it gets the code of its caller and itself as input.
self. That is just not the way that computation fundamentally works.
Other aspects of the behaivour are not relevant
(but are specified anyway).Oh goodie.I have never been trying to solve the halting problem.DDD simulated by HHH according to the actual semantics of the CThat is why simulation alone does not solve the halting problem.
programming language GETS STUCK IN RECURSIVE SIMULATION.
That requires a computer program that is omniscient.Calculating the parity of a number also does.
All that I have done is refute the conventional halting problem proofWhich one is that? And what is your goal if not refuting the halting
technique. Once this is accepted as correct I will move on to the next
best proof after that.
theorem?
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