Re: The proof that I was referring to is on the website
From: Peter Olcott (olcott_at_worldnet.att.net)
Date: 08/12/04
- Next message: Peter Olcott: "Re: The proof that I was referring to is on the website"
- Previous message: Peter Olcott: "Re: What is the Result from Invoking this Halt Function?"
- In reply to: Will Twentyman: "Re: The proof that I was referring to is on the website"
- Next in thread: Will Twentyman: "Re: The proof that I was referring to is on the website"
- Reply: Will Twentyman: "Re: The proof that I was referring to is on the website"
- Messages sorted by: [ date ] [ thread ] [ subject ] [ author ]
Date: Thu, 12 Aug 2004 00:58:03 GMT
"Will Twentyman" <wtwentyman@read.my.sig> wrote in message news:411a508b$1_1@newsfeed.slurp.net...
> Peter Olcott wrote:
> > I will write up the whole new proof, alomng with this key missing
> > piece probably tonight. It will be on my website.
> > www.halting-problem.com
>
> From your website:
> "The last step is the method by which the Halt function can determine
> its calling context. In other words whether or not it was called by
> another Turing Machine, or invoked independently of any other Turing
> Machine.
>
> This can be a very simple feature that is implemented in the Universal
> Turing Machine. The Halt function would merely ask the UTM whether or
> not its specifically indicated final state has any state transition
> defined. This information is very easy for the UTM to provide, it merely
> looks up the action associated with the state in its state transition
> matrix table. "
>
> What if Halt is not running on a UTM?
What if its not running at all?
As long as I can point out one specific scenario (that can't be made impossible)
that directly refutes the statement below:
Definition of the Halting Problem
There does not exist a Turing Machine that can correctly determine whether or
not each and every element in the universal set of Turing Machines will execute
in a finite number of steps
Then I have proven what has been throught to be impossible for sixty-eight
years is not impossible at all. I have already done this, twice.
> --
> Will Twentyman
> email: wtwentyman at copper dot net
>
- Next message: Peter Olcott: "Re: The proof that I was referring to is on the website"
- Previous message: Peter Olcott: "Re: What is the Result from Invoking this Halt Function?"
- In reply to: Will Twentyman: "Re: The proof that I was referring to is on the website"
- Next in thread: Will Twentyman: "Re: The proof that I was referring to is on the website"
- Reply: Will Twentyman: "Re: The proof that I was referring to is on the website"
- Messages sorted by: [ date ] [ thread ] [ subject ] [ author ]
Relevant Pages
|