Darren New wrote:
The halting problem only is true for unbounded computers.

Or, to put it another way, the *proof* that the halting problem is uncomputable relies on the program running on an unbounded-storage machine. If you're going to argue that the halting problem is unsolvable for a Z80-based program, you can't argue that the program that solves the Z80-halting-problem on a TM wouldn't run on a real computer and therefore the Z80-halting problem is unsolvable. There may very well be a different, clever mechanism to solve the halting problem for all Z80 computer programs, since there's already a non-clever mechanism for solving it.

I.e., it's entirely possible the human brain could solve the halting problem for all finite-storage programs. I haven't seen any proof that (for example) you *need* more storage to solve the finite-halting-problem than the finite-halting-program has available.

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  Darren New / San Diego, CA, USA (PST)
    It's not feature creep if you put it
    at the end and adjust the release date.

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