> On 16 Jun 2019, at 15:02, Philip Thrift <[email protected]> wrote:
> 
> 
> 
> On Sunday, June 16, 2019 at 6:20:55 AM UTC-5, Bruno Marchal wrote:
> 
>> On 15 Jun 2019, at 18:00, Philip Thrift <[email protected] <javascript:>> 
>> wrote:
>> 
>> But while I know what Turing Machines are, I still don't know what 
>> "Mechanism"s are.
> 
> John Clark just use ‘a mechanism” where I use “a machine”. I keep the word 
> “mechanism” for the YD + CT assumption/theory/hypothesis. It is my working 
> hypothesis.
> 
> Bruno
> 
> 
> 
> If "YD + CT" (What is "YD"?) is Turing Machine + Universal Dovetailer (TM+UD) 
> I think I know what that is.

CT is Church’s thesis, and YD is for “Yes Doctor”, to sum up the definition I 
use for “Indexcail Digital Mechanism”, which is the hypothesis that there 
exists a level of description of my brain such that I would survive, or see no 
change, if little daemons, or a doctor, substitute the componant of my brain at 
that level with digital physical elements. It is like saying yes” to a doctor 
for an artificial digital brain transplant.

The existence of the universal dovetailer is a “simple” theorem in elementary 
arithmetic.




> 
> UD is the power of PTM (Persistent Turing Machine) or RTM (Reactive Turing 
> Machine) I think.
> 
> PTM: 
> https://www.researchgate.net/publication/225181994_Persistent_Turing_Machines_as_a_Model_of_Interactive_Computation
>  
> <https://www.researchgate.net/publication/225181994_Persistent_Turing_Machines_as_a_Model_of_Interactive_Computation>
> RTM: https://www.sciencedirect.com/science/article/pii/S0890540113000874 
> <https://www.sciencedirect.com/science/article/pii/S0890540113000874>
> 
> But if consciousness requires more than TM+UD (TM+PTM, or TM+RTM), then how 
> can a mere Mechanism (TM, or TM+UD) replace a brain?


By definition of  “Mechanism", a “mere” mechanism works in virtue of simulating 
correctly your brain at some relevant level of description.

Then if you define consciousness by something which is, for a conscious entity

- true
- felt as immediately true,
- felt as indubitable,

- non rationally provable or justifiable,
- non definable without invoking the notion of truth,

 then, it is a theorem in slight extensions of Peano arithmetic that Peano 
arithmetic is conscious, and indeed aware of the communicable, and non 
communicable part of its theology.

It is a theology in the original sense of the greek (theory of Everything, or 
theory of Gods, God and Man), so it contains physics and cosmogony as 
subbranch, so we can test the mechanist hypothesis (modulo Boström-like 
malevolent simulation, to be exact).

Mechanism, like the Gödel sentence, entails its own non provability, and in the 
theology of the machine, anyone claiming to know his/her, or your’s,  
substitution level is a con artist (or a malevolent god).

Bruno







> 
> @philiprhrift
> 
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