> On 21 Jul 2019, at 17:17, John Clark <[email protected]> wrote:
> 
> 
> On Sun, Jul 21, 2019 at 8:34 AM Bruno Marchal <[email protected] 
> <mailto:[email protected]>> wrote:
> 
> >> According to my dictionary a "entity" is an independent thing with 
> >> distinct properties, in this case one of those properties is it can be 
> >> implemented PHYSICALLY, a property that a sequence of squiggles in Lambda 
> >> Calculus does not have.
>  
> > Why would a set of quadruplets be more "physically implementable" than a 
> > lambda expression?
> 
> It wouldn't, but a set of quadruplets is not the only or the best way to 
> think about the operation of a Turing Machine, you can also think about it 
> physically, something that you CAN NOT DO with Lambda Calculus.

On the contrary, if you can interpret the quadruplet in a physical way, then it 
is even more simple to interpret a lambda expression physically, with a basic 
physical substitution.



> That's why computer makers don't put Lambda Calculus textbooks in their 
> machines but instead put in silicon microprocessors that work the way Turing 
> outlined. 


Counter-examples; the graph reduction machines, the Lisp Machines, etc.

Bruno



> And that's why Alan Turing is a hero among computer nerds and why Alonzo 
> Church is not.
> 
>  John K Clark
> 
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