On Tue, Jun 28, 2016 at 11:58 AM, Bruno Marchal <[email protected]> wrote:

​
>> ​>> ​
>> A definition will tell you absolutely positively 100% NOTHING about the
>> underlying nature of mathematics or physics, it will just tell you things
>> about human mathematical notation and language. ​You learn about nature
>> from examples not from definitions, even the writers of dictionaries know
>> that.
>
>
>
> ​> ​
> You are just delirious or what?
>

​I'm not delirious so I must be what.​

​> ​
> I just meant that if you consult the literature,
>

The literature is physical.​


> ​> ​
> the notion of partial computable function, or Turing computable function,
> or Church lambda calculus, and the relative computations, etc. does not
> involve any physical assumption.
>

​
And that is precisely why despite their misleading names partial computable
function
​s​
or Turing computable function
​s​
​ ​
or
​ ​
Church lambda calculus
​ can't
 actually compute or calculate one damn thing.

>
​
>> ​>> ​
>> Don't tell me show me, don't give me another definition give me an
>> example, calculate 2+2 without using anything physical,  ​
>> or if that's too hard try 1+1. Do that and
>>  I'll concede the argument
>> ​,​
>> ​ and immediately after that I'll get on the phone to Silicon Valley.   ​
>>
>
> ​> ​
> Silicon valley exists thanks to those mathematicians having discovered the
> universal numbers.
>

​That is true,
 Silicon
​V​
alley
​wouldn't exist without mathematicians like Turing, but
​ Silicon Valley wouldn't exist without Silicon either.


> ​> ​
> The numbers, as studied today, by mathematicians, does not use physical
> assumption.
>

Mathematicians
​ are free to make or not to make any assumption they like, but it won't
change the fact that mathematicians are physical.​

​>> ​
>> if pure mathematics is the most fundamental science and contains profound
>> truths independent of the physical world why does the mathematician need
>> physics to give his equations meaning?
>
>
> ​> ​
> In the big picture, it does not.
>

​Perhaps your "big picture" is just a bit too big. If the fundamental
meaning of the word "nothing" is infinite unbounded homogeneity in every
dimension, and I can't think of a better one that conforms with our normal
use of the word, then your "big picture" is nothing.



> ​> ​
> If you were not stuck in step 3
> ​ [...]​
>

​John Clark is not stuck at step 3, ​

​Bruno Marchal is. ​
Bruno Marchal assumes
​the very thing Bruno Marchal is trying to prove, ​Bruno assumes
that because
​when ​
looking into the past there is
​always ​
a unique meaning to the word ​"you" there will
​be ​
a unique meaning to that personal pronoun
​when ​
looking into the future too
​;​
but if the multiverse exists and Everett is right
​then ​
there is no way that assumption can be correct.
​

 John K Clark​

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