> On 1 Jul 2018, at 19:27, John Clark <[email protected]> wrote:
> 
> On Sun, Jul 1, 2018 at 6:42 AM, Bruno Marchal <[email protected] 
> <mailto:[email protected]>> wrote:
> 
> > But you should not confuse the arithmetical reality with a book, be it 
> > virtual or relatively material.
> One of us is very confused that much is certain. You think arithmetical 
> reality is the only reality there is
> 

I have never said what I think. That is private. But I can prove that if 
mechanism is true, then we cannot assume more than arithmetic (or Turing 
equivalent) without being inconsistent.



> and the book is real
> 
Plausibly. But that does not entail that it is primitively real.




> but for unknown reasons it can't calculate 2+2. As for me I think if you want 
> to avoid confusion you should stop referring people to a book whenever they 
> ask for a demonstration of a non-physical calculation.
> 
> 

That is ridiculous. The demonstration is given in those books. It is long and 
technical.



> > If you would open and read the books,
> OK already you're asking me to do something mathematics could never do.
> 
In your theory, which is inconsistent with your faith in computationalism.




> Forget reading just opening a book requires energy, and all the Real Numbers 
> and all the Complex Numbers and all the p-adic numbers put together don't 
> have one electron volt's worth of energy.  And even after I've finished my 
> arduous struggle and managed to get the book open it orders me to perform 
> calculations, and that will require even more energy. 
> 
> 

In your theory, which is inconsistent with your faith in computationalism.


> > you would see that they do not just gives the recipe, but shows that those 
> > recipe are enacted
> Yes, the book shows recipes for getting answers to questions
> 

No. The book explains that computation is a purely arithmetical notion, 
assuming nothing about the physical reality, not even that there is a primitive 
physical reality.



> and how those recipes are enacted by matter that obeys the laws of physics.
> 

They do not mention physics at all.


> The book will say things like "there exists an element x in the set Y with 
> blah blah properties"  and that may indeed be true but there is are also a 
> infinite number of elements in set Y that do NOT have the blah blah property, 
> and then the book will either give an existence proof that the element x must 
> be in that infinite sea of other elements somewhere but give no hint of how 
> to find out what it is, or it will give a recipe for finding x, a recipe that 
> only matter that obeys the laws of physics can perform.
> 

Wrong. 




> The recipe in the book will say  "let n be blah blah" but an equation can't 
> "let" anything, only you can. And the recipe will say things like "multiply 
> equation 10-42 by blah blah, cancel out what can be canceled out, then 
> integrate from zero to n and you will find x".  But a equation can't "let" 
> things or “multiply" things or "cancel out" things or "integrate” things 
> because equations can’t “do” anything, only you can “do” things, only you can 
> perform those calculations and fortunately you are made of matter that obeys 
> the laws of physics.   
> 
> > I gave explanation, but to do this here would be very long.
> I have no doubt it would be long, very very long, but I don't want an 
> explanation, I want a DEMONSTRATION, a demonstration of a non-physical 
> calculation, and I'm sure the Intel Corporation would like to see that 
> demonstrated too. I don't demand anything fancy, 2+2=4 would be fine. The 
> fundamental problem is that in mathematical heaven incorrect calculations 
> are, not astronomically but INFINITELY, more common than correct ones, and 
> the ghost of Plato has no way of telling one from the other, so its a good 
> thing that matter can. 
> 
> 

Matter cannot do that either, or if it can, ask for the patent (and abandon 
computationalism).


> >  do you understand the difference between a book and a mathematical reality?
> Yes, but then unlike you I don't believe the mathematical language created 
> everything, and I don't think the English language did either.
> 
> 


You seem unaware of the difference between language, theories and models 
(realities). 


Bruno






>  John K Clark
> 
> 
> 
> 
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