[FOM] universal machine as a primitive instruction
david.leduc6 at googlemail.com
Fri Apr 19 09:53:26 EDT 2013
Of course, that's it, combinatory logic! Thank you very much Wouter. I
guess another answer might simply be lambda-calculus where also the
application can be interpreted as a universal machine.
On Fri, Apr 12, 2013 at 10:51 AM, <T.Forster at dpmms.cam.ac.uk> wrote:
> Is Turing-computable the only notion of computability
> that supports a universal machine?
I would say no. Because if you take combinatory logic without the
combinator K but with only S and * then you get a notion of computability
that supports a universal machine but is not Turing-computable...hmmm...
is it right?
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