Re: Bruno's blasphemy.

2011-07-18 Thread Bruno Marchal


On 17 Jul 2011, at 19:52, Jason Resch wrote:




On Sun, Jul 17, 2011 at 10:38 AM, Bruno Marchal marc...@ulb.ac.be  
wrote:



The interior of the
singularity is the interior of the cosmos with all of the spacetime
vacuumed out of it. Spacetime is what exteriorizes the big bang
(meaning it's more of a Big Break, where the void of space rushes
inward. There is no exterior to the big bang since it prefigures
timespace, therefore it can only be conceived of accurately from the
interior perspective. explicates matter as volume and the void of time
explicates 'energy' (the experience of matter) as sequence-memory. The
Singularity then is always happening and never happening, since it is
outside timespace, the hub of the wheel of Runtime/UD.

The UD is a mathematical being. It is an open question if the  
apparent physical universe run a UD, without stopping.
One has run, in my office, for one week. Such a program is demanding  
in memory, to say the least.



Bruno,

Is the source of this program available?  I am curious how many  
lines of (Fortran?) code is was.



Jason,

Click on

Φ-LISP  Φ-DOVE

in the volume 4 of Conscience et Mécanisme here:

http://iridia.ulb.ac.be/~marchal/bxlthesis/consciencemecanisme.html

It is not in FORTRAN, but in LISP. The UD is written in a personal  
LISP, described itself there too (in Allegro Common Lisp).


Sorry for the comments in french, but if you know a few LISP, the code  
is self-explaining. Examples are given for most subroutines. The whole  
program makes about 300 lines.


Best,

Bruno


http://iridia.ulb.ac.be/~marchal/



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Re: Bruno's blasphemy.

2011-07-18 Thread Bruno Marchal


On 17 Jul 2011, at 20:28, meekerdb wrote:


On 7/17/2011 10:11 AM, Bruno Marchal wrote:


On 15 Jul 2011, at 18:41, meekerdb wrote:


On 7/15/2011 2:15 AM, Bruno Marchal wrote:
Numerology is poetry. Can be very cute, but should not be taken  
too much seriously. Are you saying that you disagree with the  
fact that math is about immaterial relation between non material  
beings. Could you give me an explanation that 34 is less than 36  
by using a physics which does not presuppose implicitly the  
numbers.



||


Nice, indeed. We do agree that 34 is less than 36, and what that  
means.
I am not sure your proof is physical thought. Physics has been very  
useful to convey the idea, and I thank God for not having made my  
computer crashed when reading your post, but I see you only  
teleporting information. That fact that you are using the physical  
reality to convey an idea does not make that idea physical.

I was expecting a physical definition of the numbers.


Of course there is no physical definition of the numbers because the  
usual definition includes the axiom of infinity.


You don't need the axiom of infinity for axiomatizing the numbers. The  
axiom of infinity is typical for set theories, not natural number  
theories. You need it to have OMEGA and others infinite ordinals and  
cardinals.







As finite beings we can hypothesize infinities.


Yes, but we don't need this for numbers. On the contrary, the  
induction axioms are limitation axioms to prevent the rising of  
infinite numbers.






By thinking that I can understand your proof, you are presupposing  
many things, including the numbers, and the way to compare them.


On the contrary I think you (and Peano) conceived of numbers by  
considering such such examples.  The examples presuppose very little  
- probably just the perceptual power the evolution endowed us with.


That is provably impossible. No machine can infer numbers from  
examples, without having them preprogrammed at the start. You need the  
truth on number to make sense on any inference of any notion.










So it is a funny answer, which did surprise me, but which avoids  
the difficulty of defining what (finite) numbers are.
It *is* a theorem in logic, that we can't define them univocally  
in first order logical system. We can define them in second order  
logic, but this one use the intuition of number.


If you agree that physics is well described by QM, an explanation  
of 34  36 should be a theorem in quantum physics,


I'm sure it is.  If you add 34 electrons to 36 positrons you get two  
positrons left over.


Physics is not an axiomatic system.


That is the main defect of physics. But things evolve. Without making  
physics into an axiomatic, the whole intepretation problem of the  
physical laws will remain sunday philosophy handwaving. Physicists are  
just very naïve on what can be an interpretation. The reason is they  
religious view of the universe. They take it for granted, which is  
problematic, because that is not a scientific attitude.





Physicists use mathematics (in preference to other languages) in  
order to be precise and to avoid self-contradiction.


That is the main error of the physicists. They confuse mathematics  
with a language. Even Einstein was wrong on this. Wheeler, Deutsch and  
Penrose are already far less wrong on this. Mathematics is independent  
of language. We can be wrong on this because mathematics is highly  
dependent on language when we want to *communicate* mathematical  
facts. Logic can help to make this precise. But when logic is studied  
superficially, it can aggravate the confusion, due to the role of the  
formal languages.





That doesn't mean that physics is mathematics.


A good point. Even with comp, physics is not mathematics, nor is  
theology pure mathematics. But with comp, math plays a more  
fundamental role, and in a sense, theology (of a provably correct  
machine) is a branch of arithmetic. But it happens we cannot know that  
for ourselves. This is coherent with the fact that the proposition I  
am conscious cannot be made mathematical. The first person is, from  
its point of view, beyond math (and physics).





That || is fewer than ||| is a fact about the world,


... about reality. OK. The word world is ambiguous.



that 57 is a theorem in mathematics which may be interpreted as a  
description of that fact.


I would say that it is a justification, or explanation of that fact.  
The description is still another thing.




But when talking philosophy we should be careful to distinguish  
facts from descriptions of the facts.


And to distinguish description and justification-proof, which can  
themselves be described, like in logic-metamathematics.






but the problem here is that quantum physics assumes real numbers  
and waves (trigonometrical functions), and that reintroduce the  

Re: Bruno's blasphemy.

2011-07-18 Thread ronaldheld
Bruno:
   I do not know LISP. Any UD code written in Fortran?
Ronald

On Jul 18, 5:26 am, Bruno Marchal marc...@ulb.ac.be wrote:
 On 17 Jul 2011, at 19:52, Jason Resch wrote:







  On Sun, Jul 17, 2011 at 10:38 AM, Bruno Marchal marc...@ulb.ac.be  
  wrote:

  The interior of the
  singularity is the interior of the cosmos with all of the spacetime
  vacuumed out of it. Spacetime is what exteriorizes the big bang
  (meaning it's more of a Big Break, where the void of space rushes
  inward. There is no exterior to the big bang since it prefigures
  timespace, therefore it can only be conceived of accurately from the
  interior perspective. explicates matter as volume and the void of time
  explicates 'energy' (the experience of matter) as sequence-memory. The
  Singularity then is always happening and never happening, since it is
  outside timespace, the hub of the wheel of Runtime/UD.

  The UD is a mathematical being. It is an open question if the  
  apparent physical universe run a UD, without stopping.
  One has run, in my office, for one week. Such a program is demanding  
  in memory, to say the least.

  Bruno,

  Is the source of this program available?  I am curious how many  
  lines of (Fortran?) code is was.

 Jason,

 Click on

 Φ-LISP  Φ-DOVE

 in the volume 4 of Conscience et Mécanisme here:

 http://iridia.ulb.ac.be/~marchal/bxlthesis/consciencemecanisme.html

 It is not in FORTRAN, but in LISP. The UD is written in a personal  
 LISP, described itself there too (in Allegro Common Lisp).

 Sorry for the comments in french, but if you know a few LISP, the code  
 is self-explaining. Examples are given for most subroutines. The whole  
 program makes about 300 lines.

 Best,

 Bruno

 http://iridia.ulb.ac.be/~marchal/- Hide quoted text -

 - Show quoted text -

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Re: COMP refutation paper - finally out

2011-07-18 Thread benjayk


Jason Resch-2 wrote:
 
 On Sun, Jul 17, 2011 at 5:17 PM, benjayk
 benjamin.jaku...@googlemail.comwrote:
 



 benjayk wrote:
 
 
  Jason Resch-2 wrote:
 
  On Sun, Jul 17, 2011 at 8:51 AM, benjayk
  benjamin.jaku...@googlemail.comwrote:
 
 
 
   But with comp, you are using 1+1=2, and much more, to tackle the
   subjective truth of a universal number thinking about 1+1=2. So,
 if
   you reject arithmetical truth, comp makes no much sense.
  I didn't write I reject arithmetical truth. I reject arithmetical
  realism;
  I
  don't think arithmetical truth exists seperately from its observer.
  1+1=2
  is
  still true, just not independently of us. The reason is that 1+1=2
 makes
  sense because it is true, and truth is fundamentally linked to a
 subject
  that intuits what truth is.
  This doesn't mean that 1+1=2 is true for me and not true for somebody
  else,
  but that is necessarily true because I (=consciousness, not ego)
  necessarily
  am.
  My hypothesis is that truth is equal to awareness / consciousness /
 I
  am-ness and all kind of expressions of truth are just... well,
  expressions
  of the truth and not independent of it. 1+1=2 is an expression of 1+1
  being
  itself as 2.
  This hypothesis makes everything mysterious, but this may just be as
 it
  is.
  The truth is necessarily mysterious. All explanations are just
  expressions
  of its mysterious nature, that allow us to look deeper into what it
 is,
  but
  never giving an explanation *for* it. It's beyond explanations,
 seeing
  itself through explanations.
 
 
  Ben,
 
  Would you say that e^*(2 * Pi * i) is exactly equal to 1, rather than
  approximately equal to 1?
  Yes.
 
 
 
  Jason Resch-2 wrote:
 
  If you believe that it is, you are believing in the independent
 existence
  of
  infinitely long numbers e and Pi, numbers which have never been fully
  grasped by any human, and potentially never grasped by any conscious
  being
  anywhere (due to their infinite nature).
  I don't believe they exist independently. We don't need to grasp
 numbers
  to be the fundament to their existence. We can't grasp ourselves. Yet
 here
  we are. So the same goes for numbers.
 
  Even 1+1=2 is not graspable, because we can't grasp what 1 is. There
 are
  infinitely many possibilities what 1 may be, dependent on various
  contexts.
 
  I don't think anything can fully grasped. The most simple things cannot
 be
  grasped because they have infinite contexts (and they cannot be taken
 out
  of context, eg a square just exists because there is space that it
 exists
  in). The more complex cannot be grasped because of the same reason and
  because they are... well, to complex to grasp.
  We can describe / put labels on reality and make good theories, but we
  can't grasp any part of it in an ultimate way. It all grows and melts
 as
  soon as we become aware of it.
 
  So, with your argument, everything has independent existence (as a
 whole).
  Which actually makes sense, so I am okay with that.
 
  I am just opposed to the notion that parts of truth are totally
 seperate
 /
  independent from *each other*. If they were, there would be no truth
 that
  connects them, but there is, if it is only the truth that they both
 exist.
 

 To put it in another way: Consciousness (=God) is everything (and
 nothing),
 but it doesn't know and can't know everything, because what it is cannot
 be
 completely known, as it is absolutely infinite. God *is* everything, yet
 infinitely ignorant about everything.

 Which doesn't mean that nothing is known, just that all knowledge is
 always
 incomplete. It doesn't matter what the knowledge is about, since all
 knowledge is contextual, and the context ultimately is everything.
 --
 
 
 
 Ben,
 
 These ideas are reminiscient of the Hindu concept of Parabrahman and
 Atman:
 
 http://en.wikipedia.org/wiki/Parabrahman#Conceptualization
 http://www.newworldencyclopedia.org/entry/Atman#Advaita_Vedanta
 
 The Absolute Truth is both subject and object, so there is no qualitative
 difference.
 The Atman or self, he claimed, is indistinguishable from the supreme
 reality from which it derives. 
 
 Jason
 

Yeah, in general I like these concepts (not necessarily the further
interpretations of it, eg the claim that everything is illusory that is not
pure, unmanifest brahman).
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Re: Bruno's blasphemy.

2011-07-18 Thread meekerdb

On 7/18/2011 2:48 AM, Bruno Marchal wrote:


On 17 Jul 2011, at 20:28, meekerdb wrote:


On 7/17/2011 10:11 AM, Bruno Marchal wrote:


On 15 Jul 2011, at 18:41, meekerdb wrote:


On 7/15/2011 2:15 AM, Bruno Marchal wrote:
Numerology is poetry. Can be very cute, but should not be taken 
too much seriously. Are you saying that you disagree with the fact 
that math is about immaterial relation between non material 
beings. Could you give me an explanation that 34 is less than 36 
by using a physics which does not presuppose implicitly the numbers.



||


Nice, indeed. We do agree that 34 is less than 36, and what that means.
I am not sure your proof is physical thought. Physics has been very 
useful to convey the idea, and I thank God for not having made my 
computer crashed when reading your post, but I see you only 
teleporting information. That fact that you are using the physical 
reality to convey an idea does not make that idea physical.

I was expecting a physical definition of the numbers.


Of course there is no physical definition of the numbers because the 
usual definition includes the axiom of infinity.


You don't need the axiom of infinity for axiomatizing the numbers. The 
axiom of infinity is typical for set theories, not natural number 
theories. You need it to have OMEGA and others infinite ordinals and 
cardinals.







As finite beings we can hypothesize infinities.


Yes, but we don't need this for numbers. On the contrary, the 
induction axioms are limitation axioms to prevent the rising of 
infinite numbers.






By thinking that I can understand your proof, you are presupposing 
many things, including the numbers, and the way to compare them.


On the contrary I think you (and Peano) conceived of numbers by 
considering such such examples.  The examples presuppose very little 
- probably just the perceptual power the evolution endowed us with.


That is provably impossible. No machine can infer numbers from 
examples, without having them preprogrammed at the start. You need the 
truth on number to make sense on any inference of any notion.



Nothing can be proven that is not implicit in the axioms and rules of 
inference.  So I doubt the significance of this proven impossibility.












So it is a funny answer, which did surprise me, but which avoids the 
difficulty of defining what (finite) numbers are.
It *is* a theorem in logic, that we can't define them univocally 
in first order logical system. We can define them in second order 
logic, but this one use the intuition of number.


If you agree that physics is well described by QM, an explanation of 
34  36 should be a theorem in quantum physics,


I'm sure it is.  If you add 34 electrons to 36 positrons you get two 
positrons left over.


Physics is not an axiomatic system.


That is the main defect of physics. But things evolve. Without making 
physics into an axiomatic, the whole intepretation problem of the 
physical laws will remain sunday philosophy handwaving. Physicists are 
just very naïve on what can be an interpretation. The reason is they 
religious view of the universe. They take it for granted, which is 
problematic, because that is not a scientific attitude.


Accepting what you can feel and see and test is the antithesis of taking 
it for granted and the epitome of the scientific attitude.  The trouble 
with axiomatic methods is that they prove what you put into them.  They 
make no provision for what may loosely be called boundary conditions.  
Physics is successful because it doesn't try to explain everything.  
Religions fall into dogma because they do.








Physicists use mathematics (in preference to other languages) in 
order to be precise and to avoid self-contradiction.


That is the main error of the physicists. They confuse mathematics 
with a language. 


And the main error of mathematicians is they confuse proof with truth.

Brent

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Re: Bruno's blasphemy.

2011-07-18 Thread Bruno Marchal


On 18 Jul 2011, at 19:14, meekerdb wrote:


On 7/18/2011 2:48 AM, Bruno Marchal wrote:


On 17 Jul 2011, at 20:28, meekerdb wrote:


On 7/17/2011 10:11 AM, Bruno Marchal wrote:


On 15 Jul 2011, at 18:41, meekerdb wrote:


On 7/15/2011 2:15 AM, Bruno Marchal wrote:
Numerology is poetry. Can be very cute, but should not be taken  
too much seriously. Are you saying that you disagree with the  
fact that math is about immaterial relation between non  
material beings. Could you give me an explanation that 34 is  
less than 36 by using a physics which does not presuppose  
implicitly the numbers.



||


Nice, indeed. We do agree that 34 is less than 36, and what that  
means.
I am not sure your proof is physical thought. Physics has been  
very useful to convey the idea, and I thank God for not having  
made my computer crashed when reading your post, but I see you  
only teleporting information. That fact that you are using the  
physical reality to convey an idea does not make that idea  
physical.

I was expecting a physical definition of the numbers.


Of course there is no physical definition of the numbers because  
the usual definition includes the axiom of infinity.


You don't need the axiom of infinity for axiomatizing the numbers.  
The axiom of infinity is typical for set theories, not natural  
number theories. You need it to have OMEGA and others infinite  
ordinals and cardinals.







As finite beings we can hypothesize infinities.


Yes, but we don't need this for numbers. On the contrary, the  
induction axioms are limitation axioms to prevent the rising of  
infinite numbers.






By thinking that I can understand your proof, you are  
presupposing many things, including the numbers, and the way to  
compare them.


On the contrary I think you (and Peano) conceived of numbers by  
considering such such examples.  The examples presuppose very  
little - probably just the perceptual power the evolution endowed  
us with.


That is provably impossible. No machine can infer numbers from  
examples, without having them preprogrammed at the start. You need  
the truth on number to make sense on any inference of any notion.



Nothing can be proven that is not implicit in the axioms and rules  
of inference.


OK.





 So I doubt the significance of this proven impossibility.



?

It means, contrary of the expectations of the logicist that the  
natural numbers existence is not implicit in many logical system.
We cannot derive them from logic alone, nor from first order theories  
of the real numbers, nor from most algebra, etc. So, if we want  
natural numbers in the intended model of the theory, they have to be  
postulated, implicitly (like in wave theory, set theory) or  
explicitly, like in RA or PA.

















So it is a funny answer, which did surprise me, but which avoids  
the difficulty of defining what (finite) numbers are.
It *is* a theorem in logic, that we can't define them  
univocally in first order logical system. We can define them in  
second order logic, but this one use the intuition of number.


If you agree that physics is well described by QM, an explanation  
of 34  36 should be a theorem in quantum physics,


I'm sure it is.  If you add 34 electrons to 36 positrons you get  
two positrons left over.


Physics is not an axiomatic system.


That is the main defect of physics. But things evolve. Without  
making physics into an axiomatic, the whole intepretation problem  
of the physical laws will remain sunday philosophy handwaving.  
Physicists are just very naïve on what can be an interpretation.  
The reason is they religious view of the universe. They take it  
for granted, which is problematic, because that is not a scientific  
attitude.


Accepting what you can feel and see and test is the antithesis of  
taking it for granted and the epitome of the scientific attitude.


That is Aristotle definition of reality (in modern vocabulary). But  
the platonist defend the idea that what we feel, see and test, is only  
number relation, and that the true reality, be it a universe or a god,  
is what we try to extrapolate.


We certainly don't see, feel, or test a *primitive* physical universe.  
The existence of such a primitive physical reality is a metaphysical  
proposition. We cannot test that. This follows directly from the dream  
argument. That is what Plato will try to explain with the cave.







The trouble with axiomatic methods is that they prove what you put  
into them.  They make no provision for what may loosely be called  
boundary conditions.  Physics is successful because it doesn't try  
to explain everything.  Religions fall into dogma because they do.


I don't criticize physics, but aristotelian physicalism. which is, for  
many scientists, a sort of dogma.
Religion fall into dogma, because humans have perhaps not yet the  
maturity to be able to doubt on 

Re: Bruno's blasphemy.

2011-07-18 Thread Evgenii Rudnyi

On 18.07.2011 14:21 ronaldheld said the following:

Bruno:
I do not know LISP. Any UD code written in Fortran?
 Ronald



Very good book to learn LISP is

http://mitpress.mit.edu/sicp/full-text/book/book.html

Just click Next page, read and so on. By the way, List is much nicer 
than Fortran. I have learned Lisp after Fortran - C - C++ and I should 
say that I love Lisp (well, I prefer Mathematica - it is a Lisp with a 
human face). Yet, the real programmer must start with Lisp. If she will 
be scared by too many brackets, for example


(define (fast-expt b n)
  (cond ((= n 0) 1)
((even? n) (square (fast-expt b (/ n 2
(else (* b (fast-expt b (- n 1))

then she should forget about programming.

Evgenii
http://blog.rudnyi.ru

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