Re: Math Question

2011-08-01 Thread Stephen P. King

On 7/31/2011 7:40 PM, Pzomby wrote:

The following quote is from the book “What is Mathematics Really?” by
Reuben Hersh

“0 (zero) is particularly nice.   It is the class of sets equivalent
to the set of all objects unequal to themselves!  No object is unequal
to itself, so 0 is the class of all empty sets.  But all empty sets
have the same members….none!  So they’re not merely equivalent to each
other…they are all the same set.  There’s only one empty set!  (A set
is characterized by its membership list.  There’s no way to tell one
empty membership list from another.  Therefore all empty sets are the
same thing!)

Once I have the empty sets, I can use a trick of Von Neumann as an
alternative way to construct the number 1.  Consider the class of all
empty sets.  This class has exactly one member: the unique empty set.
It’s a singleton.  ‘Out of nothing’ I have made a singleton set…a
“canonical representative” for the cardinal number 1.  1 is the class
of all singletons…all sets but with a single element.  To avoid
circularity: 1 is the class of all sets equivalent to the set whose
only element is the empty set.  Continuing, you get pairs, triplets,
and so on.  Von Neumann recursively constructs the whole set of
natural numbers out of sets of nothing.

….The idea of set…any collection of distinct objects…was so simple and
fundamental; it looked like a brick out of which all mathematics could
be constructed.  Even arithmetic could be downgraded (or upgraded)
from primary to secondary rank, for the natural numbers could be
constructed, as we have just seen, from nothing…ie., the empty set…by
operations of set theory.”


Any comments or opinions on whether this theory is the basis for the
natural numbers and their relations as is described in the quote
above?

Thanks


Hi Pzomby,

Nice post, but I need to point out that that von Neumann's 
construction depends on the ability to bracket the singleton an 
arbitrary number of times to generate the pairs, triplets, etc. which 
implies that more exists than just the singleton. What is the source of 
the bracketing? I have long considered that this bracketing is a 
primitive form of 'making distinctions' which is one of the necessary 
(but not sufficient) properties of consciousness.


Onward!

Stephen

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Re: Math Question

2011-08-01 Thread Pzomby


On Aug 1, 5:24 am, Stephen P. King stephe...@charter.net wrote:
 On 7/31/2011 7:40 PM, Pzomby wrote:



  The following quote is from the book What is Mathematics Really? by
  Reuben Hersh

  0 (zero) is particularly nice.   It is the class of sets equivalent
  to the set of all objects unequal to themselves!  No object is unequal
  to itself, so 0 is the class of all empty sets.  But all empty sets
  have the same members .none!  So they re not merely equivalent to each
  other they are all the same set.  There s only one empty set!  (A set
  is characterized by its membership list.  There s no way to tell one
  empty membership list from another.  Therefore all empty sets are the
  same thing!)

  Once I have the empty sets, I can use a trick of Von Neumann as an
  alternative way to construct the number 1.  Consider the class of all
  empty sets.  This class has exactly one member: the unique empty set.
  It s a singleton.   Out of nothing I have made a singleton set a
  canonical representative for the cardinal number 1.  1 is the class
  of all singletons all sets but with a single element.  To avoid
  circularity: 1 is the class of all sets equivalent to the set whose
  only element is the empty set.  Continuing, you get pairs, triplets,
  and so on.  Von Neumann recursively constructs the whole set of
  natural numbers out of sets of nothing.

  .The idea of set any collection of distinct objects was so simple and
  fundamental; it looked like a brick out of which all mathematics could
  be constructed.  Even arithmetic could be downgraded (or upgraded)
  from primary to secondary rank, for the natural numbers could be
  constructed, as we have just seen, from nothing ie., the empty set by
  operations of set theory.

  Any comments or opinions on whether this theory is the basis for the
  natural numbers and their relations as is described in the quote
  above?

  Thanks

 Hi Pzomby,

      Nice post, but I need to point out that that von Neumann's
 construction depends on the ability to bracket the singleton an
 arbitrary number of times to generate the pairs, triplets, etc. which
 implies that more exists than just the singleton. What is the source of
 the bracketing? I have long considered that this bracketing is a
 primitive form of 'making distinctions' which is one of the necessary
 (but not sufficient) properties of consciousness.

 Onward!

 Stephen- Hide quoted text -

 -
Stephen:

The full three paragraphs are from the book.  The sentence ‘Once I
have the empty sets, I can use a trick of Von Neumann as an
alternative way to construct the number 1.’ is Hersh’s words.

I was looking for opinions, as you have given, on Hersh’s
conclusions.  Your comment on ‘making distinctions’ is the direction I
was heading in understanding the role of primitive mathematics (sets,
numbers) underlying human consciousness.

Thanks

Pzomby

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Re: bruno list

2011-08-01 Thread Craig Weinberg
If the experience of understanding the idea of comp can be emulated by
reproducing the brain function associated with thinking about it,
wouldn't that mean that the neurological patterns used are just as
primitive as the arithmetic represented by them?

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Re: COMP refutation paper - finally out

2011-08-01 Thread Bruno Marchal


On 31 Jul 2011, at 19:31, benjayk wrote:




Bruno Marchal wrote:




The notion of a TOE usually is used in a reductionist sense, as a
theory that can be used to predict everything.


A TOE should do that, in principle at least.
Of course it should be able to predict everything which is
predictible, in the right condition. No one asks for a TOE which can
predict things which are not predictible. No TOE can predict that you
will feel to be, just after the duplication, in W or in M.

OK. But what is predictable may be quite limited in the end.


Predicting is not the goal of the TOE. It is just a little obligation  
to be accepted as a scientific theory, so as to be refutable.
The goal is more like searching a bigger picture, rational, and which  
help, first in formulating the mind-body problem, and then in solving  
it as far as possible.





Is there a
result showing that it is possible at all to derive precise physical  
laws

from COMP and a bet on our substitution level?


Yes. And you don't need to know the substitution level, although a  
comparison of the physics derived from comp, and the physics inferred  
from measurement might suggest higher bounds for our substitution level.








Bruno Marchal wrote:



I am critical of the very notion of a TOE. It doesn't make much
sense. Even
current physics clearly shows that results of experiments can't be
predicted
precisely. So is the TOE supposed to give a perfect probability
distribution? But what is this even supposed to mean?


The exact contrary. Comp is not just a change in
'perspective' (Aristotle - Plato), but the discovery of a creative
bomb (the UM).
With comp we begin to know that we don't know what we are doing. We
can (machines can) understand that by trying to control it, we make  
it

less controllable. A bit like a mother with a baby. That is not
something entirely new, but here it appears in the 3-theories.

Right. That's why we could almost say COMP is an anti-TOE.


Comp leads first to a ROE (Realm of everything: the ontologic part of  
the TOE, which here is given by the truth of elementary (sigma_1)  
statements).


Then it shows that we can only scratch the truth, concerning that ROE.
Concerning the UMs and the LUMs, they are born universal dissident:  
they can refute *all* theories about themselves, unless they are too  
fuzzy (which makes them allergic to fuzzy theories too).







Bruno Marchal wrote:



So no theory
can explain everything. But we can show the necessity of there being
a gap.


OK. You are right. I will abandon the label TOE, for TOAE. Theory of
almost everything.
Well, but the part that is unexplainable doesn't seem to be small at  
all.
Frankly it explains almost nothing (which is the most we will ever  
explain,

as there is infinitely much to explain!).


Well, you have admitted not having study the details, but normally it  
explains a lot: indeed God, belief, knowledge, observation and  
sensation, and all this including all reason why we cannot completely  
understand what happens to be introspectively unexplainable. Ad  
normally, in principle, it explains the origin of the physical laws,  
without assuming anything physical.




If anything, it shows there is an
infinite hierarchy of ever more efficient theories.


Theories, or machines. Those are terrestrial finite creatures. It is  
he tree of arithmetical life, if you want. It is transfinite, very big.



Which is quite an astounding result, don't get me wrong, but let's  
not make
the mistake of adjusting to the immodesty of the reductionist  
materialists.
This way you may not be taken as seriously, but being modest and  
honest

seems more important to me.


The modesty is in the reiterared act of faith of saying yes to the  
doctor, and accepting the classical Church thesis. All the rest  
follows from that: from the explainable to the ineffable.







Bruno Marchal wrote:


But *that* fact, that there are mysteries, is no more a mystery.
At the cost that the very foundation of our theory is mysterious! We  
use a
mystery to explain that there are more mysteries. Which is the best  
we can

ever do - how exciting!


You are right. It is like that. Numbers hides and partially single out  
a very deep mystery.






Bruno Marchal wrote:


And in that sense, comp provides, I think, the first coherent  
picture of

almost everything, from God (oops!) to qualia, quanta included, and
this by assuming only seven arithmetical axioms.

I tend to agree. But it's coherent picture of everything includes the
possibility of infinitely many more powerful theories. Theoretically  
it may
be possible to represent every such theory with arithmetic - but  
then we can
represent every arithmetical statement with just one symbol and an  
encoding

scheme, still we wouldn't call . a theory of everything.
So it's not THE theory of everything, but *a* theory of everything.


Not really. Once you assume comp, the numbers (or equivalent) are  
enough, and very 

Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:


What machine attributes are not Turing emulable? I thought Church says
that all real computations are Turing emulable.



But for Church the real computations are what can do a finite mind  
with a finite set of transparent instructions, in a finite time, but  
with as much memory and time he needs. It is the intuitively  
computable functions. There is no reference at all with any idea of  
real in the sense of physically real, which is something never  
defined. David Deutsch has introduced a physical version of Church  
thesis, but this has no bearing at all with Church thesis. Actually I  
do think that Church thesis makes Deutsch thesis false, but I am not  
sure (yet I am sure that Church thesis + yes doctor leads to the  
existence of random oracle and local violation of Church thesis by  
some physical phenomena (akin to iterated self-multiplication).


Bruno


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



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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:


You are right, but this only means that we fail on the correct
substitution level.
If we are machine, we cannot know which machine we are, nor really
which computations go through, but we still face something partially
explainable.


Yes, substitution level is the thing. I don't see the level as a
simple point on a one dimensional continuum though.


That's correct (in the comp theory). It is a very complex lattice, but  
once you say yes to the doctor, it can be described as a number. The  
lattice becomes more complex, if you weaken the comp hypothesis, and  
allow extension in the reals. But in the reals, there is no equivalent  
of Church thesis, and it looks like you can prove everything, which I  
take as a defect of the theories based on the reals.





It's punctuated by
qualitative paradigmatic leaps of synergy. Thus the big deal between
an organism being alive or not.


If only you could give evidences for making the theory so complex at  
the start. Consciousness is no evidence for that.





The entropy cost is not uniform, just
as the different hues in the visible spectrum seem to appear to us as
qualitative regions of color despite the uniform arithmetic of
frequency on the band. Let's say that human consciousness spans the
spectrum from red (sensation) to violet (abstract thought) with
phenomena such as emotion, ego, etc in the orange-yellow-green zone. I
think that a computer chip is like taking something which is pre-
sensation (silicon detection = infra-red) and reverse engineering
around the back of the spectrum to ultra-violet: abstraction without
thought. If we want to go further backward into our visible spectrum
from the end, I think we would have to push forward more from the
beginning. You need something more sensitive than stone semiconductors
to get into the visible red wavelengths in order to have the 1p
experience get into the violet level of actual thought. Or maybe that
wouldn't work and you would have to build through each level from the
bottom (red) up.


I believe that babbage machine, if terminated, can run a program  
capable to see a larger spectrum than us. Infinities and non Turing  
emulability does not need to be added, there are enough of these in  
the arithmetical realm, as viewed from inside.


If front of complex questions, I think it is better to start with  
simple hypothesis and to add axioms only if strictly needed.  
Especially that today, we know how simple things can lead to very  
high complexity and very sophisticated views on that complexity.


Bruno


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



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Re: bruno list

2011-08-01 Thread Craig Weinberg
On Aug 1, 1:55 pm, Bruno Marchal marc...@ulb.ac.be wrote:
 On 01 Aug 2011, at 01:12, Craig Weinberg wrote:

  What machine attributes are not Turing emulable? I thought Church says
  that all real computations are Turing emulable.

 But for Church the real computations are what can do a finite mind  
 with a finite set of transparent instructions, in a finite time, but  
 with as much memory and time he needs. It is the intuitively  
 computable functions.

I didn't realize it was that limited. I wasn't thinking of real in the
sense of only physical, but if Church posits a finite 'mind' with
transparent 'instructions' then it would seem useless for emulating
qualia. Does a mind include sensation and perception? It seems very
narrow and special case begging.

There is no reference at all with any idea of  
 real in the sense of physically real, which is something never  
 defined. David Deutsch has introduced a physical version of Church  
 thesis, but this has no bearing at all with Church thesis. Actually I  
 do think that Church thesis makes Deutsch thesis false, but I am not  
 sure (yet I am sure that Church thesis + yes doctor leads to the  
 existence of random oracle and local violation of Church thesis by  
 some physical phenomena (akin to iterated self-multiplication).


So if there are machine aspects that are not Turing emulable, why
aren't they primitive?

Craig
http://s33light.org

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Re: Math Question

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:40, Pzomby wrote:



The following quote is from the book “What is Mathematics Really?” by
Reuben Hersh

“0 (zero) is particularly nice.   It is the class of sets equivalent
to the set of all objects unequal to themselves!  No object is unequal
to itself, so 0 is the class of all empty sets.  But all empty sets
have the same members….none!  So they’re not merely equivalent to each
other…they are all the same set.  There’s only one empty set!  (A set
is characterized by its membership list.  There’s no way to tell one
empty membership list from another.  Therefore all empty sets are the
same thing!)

Once I have the empty sets, I can use a trick of Von Neumann as an
alternative way to construct the number 1.  Consider the class of all
empty sets.  This class has exactly one member: the unique empty set.
It’s a singleton.  ‘Out of nothing’ I have made a singleton set…a
“canonical representative” for the cardinal number 1.  1 is the class
of all singletons…all sets but with a single element.  To avoid
circularity: 1 is the class of all sets equivalent to the set whose
only element is the empty set.  Continuing, you get pairs, triplets,
and so on.  Von Neumann recursively constructs the whole set of
natural numbers out of sets of nothing.

….The idea of set…any collection of distinct objects…was so simple and
fundamental; it looked like a brick out of which all mathematics could
be constructed.  Even arithmetic could be downgraded (or upgraded)
from primary to secondary rank, for the natural numbers could be
constructed, as we have just seen, from nothing…ie., the empty set…by
operations of set theory.”


Any comments or opinions on whether this theory is the basis for the
natural numbers and their relations as is described in the quote
above?


To use set theory for studying the numbers is like taking an airbus  
380 to go to the grocery.
Set theory is too big, and it flatten the concepts (unlike categories  
which sharpen them, when used carefully).


Now, ZF, the Zermelo-Fraenkel formal set theory, is a cute example of  
(arithmetical) little Löbian Universal Machine, and is handy as an  
example of a very imaginative machine capable of handling most of PA's  
theology.


PA is much weaker than ZF, but like the guy in the chinese room which  
can simulate a chinese talking person, PA can simulate (emulate, even)  
ZF. Well, even RA can do that.


But set theories and most toposes give too much larger ontology, when  
you assume comp. They do have epistemological roles, to be sure, and  
they do prove *much* more arithmetical truth than PA. But then many  
other theories do.


There is no real problem if you prefer to adopt set theoretical  
realism, instead of arithmetical realism, when assuming comp. This  
will not change anything in the extraction of theology and physics  
from comp, except you will meet even more people criticizing your  
ontology (as being too much big!).


If you like set, you can take the theory of hereditary finite sets,  
which can be shown equivalent with PA.


Well, to be sure, putting infinite sets in the ontology can  
inadvertently leads to treachery in the explanation of why machines  
(finite beings) can believe in infinite sets.


Bruno

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



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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:


What would be the part of a burning log that you need to emulate to
preserve it's fire?



What you call fire is a relation between an observer and fire, and  
what you need consists in emulating the fire and the observers at his  
right substitution level (which comp assumes to exist).


Jason and Stathis have already explain this more than one time, I think.

Bruno




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



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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:


I think that the act of not committing himself to anything beyond the
terms of his theory is an unscientific, and arbitrarily sentimental
commitment.


Not in science. We put the cart of the table. This does not mean we  
can believe in many other things, except than in a the seravh of a  
fundamental theory, we will distinguish the basic term of the ontology  
(like 0, s(0), s(s(0)), ... in arithmetic) and the epistemology,  
described by more complex relation between numbers (from being prime  
to being the Gödel number of Craig Weinberg's instantaneous  
computational state at some level when reading this post).


Bruno


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



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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:


Meh. 'Can't be applied in practice' = unicornlandia to me


That is engineering, not fundamental science. Also, you cannot know in  
advance the applications.


Bruno


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



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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:


But to justify that you believe that comp is

false, you have to introduce some special non Turing emulable
components. And this looks a bit like invoking UFO to explain global
warming.


You just told me that  On the contrary, some  machine's attributes
are not Turing emulable


Yes; That is why we don't need to add not Turing emulable elements,  
and it is the reason you have to add very special one, not those we  
can already explain the appearance from the theory of computations or  
self-reference (like the random oracles that you get when you iterate  
the self-duplication).


Bruno



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



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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:



I do strive for rigorous clarity, but I think that the nature of the
subject matter itself is oceanic and paradoxical.


It is a reason to be as clear as possible.
In front of paradox or contradiction, if we are clear, we can discuss  
which axiom to withdraw or to weaken, until we find the culprit, and  
then we can build again new axioms.


If you don't do that you will not even convince yourself, and nobody  
will able to show you wrong (and thus you will not learn).


Bruno


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



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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 01:12, Craig Weinberg wrote:


I'm not sure, I just have a hunch. Must there not be an opposite of a
Turing machine? That's what I would use to emulate the material
filter.


That happens with comp too, if you grasp the seventh UDA step. Our  
first person experience are distributed in a non computable way in the  
universal dovetailing.


You have a good intuition, but you assume much to much. The goal is to  
explain the sense and matter without assuming sense nor matter (but  
accepting the usual phenomenology of it, which is what we need to  
search an explanation for).


Bruno


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



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Re: bruno list

2011-08-01 Thread Craig Weinberg
On Aug 1, 2:55 pm, Bruno Marchal marc...@ulb.ac.be wrote:

 That happens with comp too, if you grasp the seventh UDA step. Our  
 first person experience are distributed in a non computable way in the  
 universal dovetailing.

 You have a good intuition, but you assume much to much. The goal is to  
 explain the sense and matter without assuming sense nor matter (but  
 accepting the usual phenomenology of it, which is what we need to  
 search an explanation for).

Searching for an explanation is phenomenological too though, as are
numbers. Arithmetic is part of sense. A sensorimotive circuit, to
detect, model, and control. It's an experience which requires a very
specific intelligence to participate in. We can control and detect by
arithmetic modeling, but that doesn't mean the object of it's modeling
is arithmetic. I think that I'm actually assuming much less - my
primitive universe doesn't require any epiphenomena or
disqualification of appearances.

Craig

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Re: bruno list

2011-08-01 Thread Craig Weinberg
On Aug 1, 2:49 pm, Bruno Marchal marc...@ulb.ac.be wrote:

 If you don't do that you will not even convince yourself, and nobody  
 will able to show you wrong (and thus you will not learn).

I'm not trying to convince anyone or be right, even myself. I'm trying
to explain an integrated set of ideas which seem to me to resolve some
of the big philosophical and physical issues. If people disagree then
I'm interested to see whether they have a reason beyond the ones which
I've already heard many times. Otherwise I just continue in case
anyone reading is interested in the ideas. My hypothesis explains why
it's not always possible for people to accept perspectives outside of
their range of familiarity, so I don't expect others to ever realize
that I'm right ;)

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Re: bruno list

2011-08-01 Thread Craig Weinberg
On Aug 1, 2:33 pm, Bruno Marchal marc...@ulb.ac.be wrote:
 On 01 Aug 2011, at 01:12, Craig Weinberg wrote:

  What would be the part of a burning log that you need to emulate to
  preserve it's fire?

 What you call fire is a relation between an observer and fire, and  
 what you need consists in emulating the fire and the observers at his  
 right substitution level (which comp assumes to exist).

 Jason and Stathis have already explain this more than one time, I think.

The explanations I've heard so far are talking about something like
virtualized fire and a virtualized observer. I'm asking about how
would you emulate fire so that it burns like fire to all observers
that fire exists for. It needs to burn non-virtualized paper. Heat
homes, etc. How does arithmetic do that, and if it can't why is that
not directly applicable to consciousness?

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Re: bruno list

2011-08-01 Thread Craig Weinberg
On Aug 1, 2:08 pm, Bruno Marchal marc...@ulb.ac.be wrote:

 That's correct (in the comp theory). It is a very complex lattice, but  
 once you say yes to the doctor, it can be described as a number.

What if you say yes to the doctor, and then realize that you've made a
terrible mistake later on?

 The  
 lattice becomes more complex, if you weaken the comp hypothesis, and  
 allow extension in the reals. But in the reals, there is no equivalent  
 of Church thesis, and it looks like you can prove everything, which I  
 take as a defect of the theories based on the reals.

  It's punctuated by
  qualitative paradigmatic leaps of synergy. Thus the big deal between
  an organism being alive or not.

 If only you could give evidences for making the theory so complex at  
 the start. Consciousness is no evidence for that.

A cell is a synergistic leap above the molecules that it's made of. An
organism is a leap above cells.



  The entropy cost is not uniform, just
  as the different hues in the visible spectrum seem to appear to us as
  qualitative regions of color despite the uniform arithmetic of
  frequency on the band. Let's say that human consciousness spans the
  spectrum from red (sensation) to violet (abstract thought) with
  phenomena such as emotion, ego, etc in the orange-yellow-green zone. I
  think that a computer chip is like taking something which is pre-
  sensation (silicon detection = infra-red) and reverse engineering
  around the back of the spectrum to ultra-violet: abstraction without
  thought. If we want to go further backward into our visible spectrum
  from the end, I think we would have to push forward more from the
  beginning. You need something more sensitive than stone semiconductors
  to get into the visible red wavelengths in order to have the 1p
  experience get into the violet level of actual thought. Or maybe that
  wouldn't work and you would have to build through each level from the
  bottom (red) up.

 I believe that babbage machine, if terminated, can run a program  
 capable to see a larger spectrum than us.

Why do you, or why should I believe that though?

 Infinities and non Turing  
 emulability does not need to be added, there are enough of these in  
 the arithmetical realm, as viewed from inside.

Don't really understand. Are we on a non Turing-completeness diet? I
don't get the difference it makes whether we add to it or not, or why
you say my view adds to it.

 If front of complex questions, I think it is better to start with  
 simple hypothesis and to add axioms only if strictly needed.  
 Especially that today, we know how simple things can lead to very  
 high complexity and very sophisticated views on that complexity.

I don't approach questions in terms of syntactic architecture. I'm
starting with nothing and adding only what appears to be necessary to
understanding the cosmos without leaving out anything important (like
life, consciousness, subjectivity).

Craig

Craig

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Re: bruno list

2011-08-01 Thread Bruno Marchal


On 01 Aug 2011, at 21:50, Craig Weinberg wrote:


On Aug 1, 2:08 pm, Bruno Marchal marc...@ulb.ac.be wrote:

That's correct (in the comp theory). It is a very complex lattice,  
but

once you say yes to the doctor, it can be described as a number.


What if you say yes to the doctor, and then realize that you've made a
terrible mistake later on?


Too bad.






The
lattice becomes more complex, if you weaken the comp hypothesis, and
allow extension in the reals. But in the reals, there is no  
equivalent

of Church thesis, and it looks like you can prove everything, which I
take as a defect of the theories based on the reals.


It's punctuated by
qualitative paradigmatic leaps of synergy. Thus the big deal between
an organism being alive or not.


If only you could give evidences for making the theory so complex at
the start. Consciousness is no evidence for that.


A cell is a synergistic leap above the molecules that it's made of. An
organism is a leap above cells.





The entropy cost is not uniform, just
as the different hues in the visible spectrum seem to appear to us  
as

qualitative regions of color despite the uniform arithmetic of
frequency on the band. Let's say that human consciousness spans the
spectrum from red (sensation) to violet (abstract thought) with
phenomena such as emotion, ego, etc in the orange-yellow-green  
zone. I

think that a computer chip is like taking something which is pre-
sensation (silicon detection = infra-red) and reverse engineering
around the back of the spectrum to ultra-violet: abstraction without
thought. If we want to go further backward into our visible spectrum
from the end, I think we would have to push forward more from the
beginning. You need something more sensitive than stone  
semiconductors

to get into the visible red wavelengths in order to have the 1p
experience get into the violet level of actual thought. Or maybe  
that
wouldn't work and you would have to build through each level from  
the

bottom (red) up.


I believe that babbage machine, if terminated, can run a program
capable to see a larger spectrum than us.


Why do you, or why should I believe that though?


Well, it is a consequence of digital mechanism, alias computationalism.





Infinities and non Turing
emulability does not need to be added, there are enough of these in
the arithmetical realm, as viewed from inside.


Don't really understand. Are we on a non Turing-completeness diet?


Ontologically only.




I
don't get the difference it makes whether we add to it or not, or why
you say my view adds to it.


We explain, or try to explain, the complex (matter, mind, gods and  
goddesses, and all that) from the simple principles on which many  
agree, like addition and multiplication.


I will explain step by step the UDA on another forum. If you are  
willing to assume comp, if only for the sake of the hypothesis, you  
can understand the theoretical point. Not now because I am busy (well  
I work so well today that I sacrifice at my every-thing list  
addiction :)







If front of complex questions, I think it is better to start with
simple hypothesis and to add axioms only if strictly needed.
Especially that today, we know how simple things can lead to very
high complexity and very sophisticated views on that complexity.


I don't approach questions in terms of syntactic architecture. I'm
starting with nothing and adding only what appears to be necessary to
understanding the cosmos without leaving out anything important (like
life, consciousness, subjectivity).


I have no doubt you try to understand something, but you seems to have  
no idea of what is a scientific approach, to be frank.

We always try to assume the less, derive things, and compare with data.

What I say, in a nutshell, is what all mystics say: that the cosmos is  
in your head. UDA explains that comp leads to a sort of equivalent,  
and the Arithmetical UDA, takes this literally and show how to extract  
physics by looking in the head of a universal machine. We can extract  
physics, but not particular geography, nor particular history. But we  
can extract both the qualia and the quanta in this approach, for the  
inhabitants and heros of the geographies/histories. On some question  
the machine will remain silent, but later on, can justify by itself  
her silence, sometimes using some hypothesis herself.


From what I (hardly) understand of your approach, you bury the Mind- 
Body problem in an infinitely low substitution level. At least you  
acknowledge that you have to say no to the doctor, and that *is*  
your right. beware the crazy doctor (pro-life like) who might not ask  
for your opinion.


Bruno

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



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Re: bruno list

2011-08-01 Thread Stathis Papaioannou
On Sun, Jul 31, 2011 at 9:59 PM, Craig Weinberg whatsons...@gmail.com wrote:

 Nice. You're making my point though. We would have no clue that our
 brains could think by the exterior behavior of the neurons it's made
 of. It's only because we are our brains that we know it is the case
 that groups of neurons do think and feel. Therefore, designing
 something based upon only what our brain appears to us to be doing
 (not much...  just another interesting organ in the body doing it's
 cell/organ things) doesn't mean that the thinking and feeling is going
 to show up by itself. If we could modify our own minds first to be
 able to see and feel the thoughts and feelings of another brain, then
 we would be more likely to be able to tell whether we were on the
 right track in designing a deep AGI. Without that sense, we're like
 blind people comparing the beauty of the pictures we've painted -
 insisting that if it feels like the Mona Lisa to touch then there's no
 reason why it couldn't look exactly like the Mona Lisa. You need the
 right brushstrokes, definitely, but if you can't see the color of the
 paint and do it all in black it doesn't much matter.

1. You agree that is possible to make something that behaves as if
it's conscious but isn't conscious.

2. Therefore it would be possible to make a brain component that
behaves just like normal brain tissue but lacks consciousness.

3. And since such a brain component behaves normally the rest of the
brain should be have normally when it is installed.

4. So it is possible to have, say, half of your brain replaced with
unconscious components and you would both behave normally and feel
that you were completely normal.

If you accept the first point, then points 2 to 4 necessarily follow.
If you see an error in the reasoning can you point out exactly where
it is?


-- 
Stathis Papaioannou

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Re: bruno list

2011-08-01 Thread meekerdb

On 8/1/2011 5:07 PM, Stathis Papaioannou wrote:

On Sun, Jul 31, 2011 at 9:59 PM, Craig Weinbergwhatsons...@gmail.com  wrote:

   

Nice. You're making my point though. We would have no clue that our
brains could think by the exterior behavior of the neurons it's made
of. It's only because we are our brains that we know it is the case
that groups of neurons do think and feel.


That's just your assertion and it is doubtful.  We have a clue that 
other people think because of their exterior behavior; and we know 
experimentally that that behavior is controlled by afferent and efferent 
neurons and that it is dependent on neurons in the brain.  We have this 
clue purely by external observation and do not require introspection to 
arrive at it.  In fact it was once thought that the locus of thinking 
was the gut, before further study found it to be the brain.



Therefore, designing
something based upon only what our brain appears to us to be doing
(not much...  just another interesting organ in the body doing it's
cell/organ things) doesn't mean that the thinking and feeling is going
to show up by itself.


If the behavior shows up then that means that thinking and feeling are 
showing up as surely as your dog thinks and feels.



If we could modify our own minds first to be
able to see and feel the thoughts and feelings of another brain, then
we would be more likely to be able to tell whether we were on the
right track in designing a deep AGI. Without that sense, we're like
blind people comparing the beauty of the pictures we've painted -
insisting that if it feels like the Mona Lisa to touch then there's no
reason why it couldn't look exactly like the Mona Lisa. You need the
right brushstrokes, definitely, but if you can't see the color of the
paint and do it all in black it doesn't much matter.
 


You're ignoring the generality of the Church-Turing thesis which shows 
that computation is generic and doesn't depend on the medium.  You argue 
purely by analogy.  Analogies can be helpful, but they aren't arguments.


Brent
If we take in our hand any volume; of divinity or school metaphysics, 
for instance; let us ask, Does it contain any abstract reasoning 
concerning quantity or number? No. Does it contain any experimental 
reasoning, concerning matter of fact and existence? No. Commit it then 
to flames: for it can contain nothing but sophistry and illusion.
 --- David Hume (1711-1776), Enquiries Concerning the Human 
Understanding and Concerning the Principles of Morals



*If we take in our hand any volume; of divinity or school metaphysics, 
for instance; let us ask, Does it contain any abstract reasoning 
concerning quantity or number? No. Does it contain any experimental 
reasoning, concerning matter of fact and existence? No. Commit it then 
to flames: for it can contain nothing but sophistry and illusion. *


(David Hume (1711-1776), Scottish philosopher. Enquiries Concerning the 
Human Understanding and Concerning the Principles of Morals

1. You agree that is possible to make something that behaves as if
it's conscious but isn't conscious.

2. Therefore it would be possible to make a brain component that
behaves just like normal brain tissue but lacks consciousness.

3. And since such a brain component behaves normally the rest of the
brain should be have normally when it is installed.

4. So it is possible to have, say, half of your brain replaced with
unconscious components and you would both behave normally and feel
that you were completely normal.

If you accept the first point, then points 2 to 4 necessarily follow.
If you see an error in the reasoning can you point out exactly where
it is?


   


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Re: bruno list

2011-08-01 Thread Craig Weinberg
On Aug 1, 8:07 pm, Stathis Papaioannou stath...@gmail.com wrote:

 1. You agree that is possible to make something that behaves as if
 it's conscious but isn't conscious.

N. I've been trying to tell you that there is no such thing as
behaving as if something is conscious. It doesn't mean anything
because consciousness isn't a behavior, it's a sensorimotive
experience which sometimes drives behaviors.

If you accept that, then it follows that whether or not someone is
convinced as to the consciousness of something outside of themselves
is based entirely upon them. Some people may not even be able to
accept that certain people are conscious... they used to think that
infants weren't conscious. In my theory I get into this area a lot and
have terms such as Perceptual Relativity Inertial Frame (PRIF) to help
illustrate how perception might be better understood (http://
s33light.org/post/8357833908).

How consciousness is inferred is a special case of PR Inertia which I
think is based on isomorphism. In the most primitive case, the more
something resembles what you are, in physical scale, material
composition, appearance, etc, the more likely you are to identify
something as being conscious. The more time you have to observe and
relate to the object, the more your PRIF accumulates sensory details
which augment your sense-making of the thing,  and context,
familiarity, interaction, and expectations grow to overshadow the
primitive detection criteria. You learn that a video Skype of someone
is a way of seeing and talking to a person and not a hallucination or
talking demon in your monitor.

So if we build something that behaves like Joe Lunchbox, we might be
able to fool strangers who don't interact with him, and an improved
version might be able to fool strangers with limited interaction but
not acquaintances, the next version might fool everyone for hours of
casual conversation except Mrs. Lunchbox cannot be fooled at all, etc.
There is not necessarily a possible substitution level which will
satisfy all possible observers and interactors, pets, doctors, etc and
there is not necessarily a substitution level which will satisfy any
particular observer indefinitely. Some observers may just think that
Joe is not feeling well. If the observers were told that one person in
a lineup was an android, they might be more likely to identify Joe as
the one.

In any case, it all has nothing to do with whether or not the thing is
actually conscious, which is the only important aspect of this line of
thinking. We have simulations of people already - movies, TV, blow up
dolls, sculptures, etc. Computer sims add another layer of realism to
these without adding any reality of awareness.

 2. Therefore it would be possible to make a brain component that
 behaves just like normal brain tissue but lacks consciousness.

Probably not. Brain tissue may not be any less conscious than the
brain as a whole. What looks like normal behavior to us might make the
difference between cricket chirps and a symphony and we wouldn't
know.

 3. And since such a brain component behaves normally the rest of the
 brain should be have normally when it is installed.

The community of neurons may graciously integrate the chirping
sculpture into their community, but it doesn't mean that they are
fooled and it doesn't mean that the rest of the orchestra can be
replaced with sculptures.

 4. So it is possible to have, say, half of your brain replaced with
 unconscious components and you would both behave normally and feel
 that you were completely normal.

It's possible to have half of your cortex disappear and still behave
and feel relatively normally.

http://www.newscientist.com/article/dn17489-girl-with-half-a-brain-retains-full-vision.html
http://www.pnas.org/content/106/31/13034

 If you accept the first point, then points 2 to 4 necessarily follow.
 If you see an error in the reasoning can you point out exactly where
 it is?

If you see an error in my reasoning, please do the same.

Craig

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Re: bruno list

2011-08-01 Thread Craig Weinberg
On Aug 1, 4:31 pm, Bruno Marchal marc...@ulb.ac.be wrote:

 I believe that babbage machine, if terminated, can run a program
 capable to see a larger spectrum than us.

  Why do you, or why should I believe that though?

 Well, it is a consequence of digital mechanism, alias computationalism.

It seems like circular reasoning to me. If you believe in comp, then
you believe math can have human experiences. I ask why I should
believe that, and you say that comp compels the belief.

 We explain, or try to explain, the complex (matter, mind, gods and  
 goddesses, and all that) from the simple principles on which many  
 agree, like addition and multiplication.

That's what I'm doing. Sensorimotive experience is clearly simpler
than addition and multiplication to me, and with my hypothesis, it can
be seen that this experiential principle may very well be universal.

  I don't approach questions in terms of syntactic architecture. I'm
  starting with nothing and adding only what appears to be necessary to
  understanding the cosmos without leaving out anything important (like
  life, consciousness, subjectivity).

 I have no doubt you try to understand something, but you seems to have  
 no idea of what is a scientific approach, to be frank.
 We always try to assume the less, derive things, and compare with data.

Even more than always trying to do particular things, a scientific
approach should not always do what it always does. You can do both. I
have a clear vision of how these phenomena fit together and I think it
makes sense. I feel that it's up to others to test it in whatever way
they like.

  From what I (hardly) understand of your approach, you bury the Mind-
 Body problem in an infinitely low substitution level.

To me, otherwise knows as solving the Mind-Body problem.

 At least you  
 acknowledge that you have to say no to the doctor, and that *is*  
 your right. beware the crazy doctor (pro-life like) who might not ask  
 for your opinion.

I'd go to the doctor that has had alternate halves of his brain
replaced for a year each.

Craig

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