> On 3 Jun 2019, at 09:55, Philip Thrift <[email protected]> wrote:
> 
> 
> 
> On Monday, June 3, 2019 at 2:35:27 AM UTC-5, Bruno Marchal wrote:
> 
> Computer science is concerned a lot with non computable notions. 99,9999999 % 
> of the arithmetical is highly not computable, but plays a key role in the 
> machine’s self”s phenomenology. Löbian machine (i.e. universal machine aware 
> of their universality, like PA) cannot predict their own behaviour, and they 
> know that, giving them a base for a (compatibilist) notion of free-will.
> 
> Recursion theory is often named “computability theory”, but it is mainly a 
> theory of degrees of non computability. 
> 
> All this was (is) well known in mathematical logic and theoretical computer 
> science. I can explain more on this if people asks me.
> 
> To be sure, this week I have many oral exams (June period), so apology for 
> possible delays in comment.
> 
> Bruno
> 
> 
> I question whether chemistry can be (completely) reduced to numerical 
> mathematics (or computing).


With mechanism, any physics (and thus chemistry) is NOT reducible to computing.

That can already be understood intuitively, because matter emerges from the 
entire sigma_1 truth which is only partially computable, and the first person 
indeterminacy relies on the entire set of true and false sigma_1 truth, or even 
the entire mathematical truth, at the phenomenological level.

I (or the humans) am (are) a machine (or sup^ported by a machine) entails that 
all the rest is not a machine, somehow.

Bruno




> 
> @philipthrift
> 
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