>
> Changing Olympia to a machine that computed non-Turing-Computable
> functions would be a trivial matter: one would need to change only the
> value stored in the oracle, not the computational activity Olympia
> performs.
> In contrast, no Turing Machine could be so trivially upgraded: no amount
> of fiddling with machine tables will suffice to improve a TM to Trurl’s level.


Is this what yo mean? I don't see how whatever value is stored in the
oracle is non-Turing-Computable, surely the Oracle just stores a (very
large) number which is equivalent to the result of a particular computation?

Or does it???



On 18 June 2014 18:37, Quentin Anciaux <allco...@gmail.com> wrote:

> It seems to me Olympia is a simple table lookup for the input, the
> argument he uses to place it in the oracle camp seems invalid to me, he
> posits that he is able to construct a lookup table that contains the result
> of the halting problem... and because such table is a lookup table, all
> lookup tables are then oracle... that doesn't seem correct to me.
>
> Regards,
> Quentin
>
>
> 2014-06-18 7:23 GMT+02:00 meekerdb <meeke...@verizon.net>:
>
>  Bruno, I wonder if you're aware of this critique of Maudlin's Olympia
>> argument, which of course also applies to the MGA?
>>
>> http://www.colinklein.org/papers/OlympiaOMachines.pdf
>>
>> Brent
>>
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