begin  quoting [EMAIL PROTECTED] as of Wed, Jul 19, 2006 at 10:10:37PM -0700:
[why was the attribution deleted?]
> > >You don't need an infinite tape.
> >
> > Uh, no.  You *do* need an infinite tape.  In fact, I'm pretty sure that
> > the proof of the halting problem is dependent upon this fact.
> 
> I'm just splitting hairs.  In the real world if you ever tried to
> build a physical device that simulated a Turing Machine you would
> keep feeding it more tape as needed.  Notice I didn't say that
> you necessarily know how much finite tape you need beforehand.

Nor would you be certain of getting an answer to your computation
before the heat-death of the universe.

For trivial problems, you can use an approximation of a Turing
Machine with a finite tape to demonstrate that yes, it can indeed
compute.  However, this is not what a Turing Machine is good for.

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