> On 8 Dec 2018, at 11:04, Philip Thrift <cloudver...@gmail.com> wrote:
> 
> 
> What is more primary than numbers?
> 
> 1. Numbers come from counting.

The human belief in numbers comes from counting. 



> But one counts things (things that are not numbers themselves, in the 
> primitive case). So the things one counts + the one that counts must be more 
> primary than numbers. 

Anything more primary than a universal machinery is any other universal 
machinery. Once you have one of them, you have the emulation of all the others.

One you choose one, you get a universal machinery phi_i, and you can identify 
the ith machine with the number i.

I start for three of them, just to illustrate that the theology, including the 
physics, is independent of the choice for the initial base. It is also, thanks 
to the primary school, easier to conceive that 444 is a composite number, 
independent of you and me, than to believe the KKK = K independently of you and 
me (despite this means mainly that the first argument projection of (K, K) is 
K).



> 
> 2. Numbers come from lambda calculus (LC). But LC - a programming language - 
> needs a machine LCM to interpret LC programs. So LC + LCM is more primary 
> than numbers.

All universal machinery contain a universal machine, running all machines on 
all inputs in virtue of number relations, or of you favorite Turing universal 
ontology.

If you don’t assume the numbers or the words, you can’t get it at all.

With mechanism, you cannot assume more, in the ontology, not even the induction 
axioms. But we will define the observer by the machine which believes in the 
induction axiom and in some (Turing complete) ontology. We can prove their 
existence without using the induction axioms.

With mechanism, the TOE (which unifies all laws from the Weak Force to love and 
hate)) is any first order logical specification of any Turing universal realm. 
This assumes very few things, beside the “yes doctor” act of faith. And that 
truth is somehow extracted from the “head” of any universal machine or number.

The TOE is the universal machine and/or its theology (obtained internally and 
externally to arithmetic, using a slightly stronger theory, or transfinitely 
many, as the phenomenology is unbounded and unbound-able. 

Bruno






> 
> ... 
> 
> - pt
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