Re: measure problem

2013-03-04 Thread Bruno Marchal


On 04 Mar 2013, at 03:19, Stephen P. King wrote:


On 3/3/2013 8:17 PM, Richard Ruquist wrote:
Well if what emerges from comp is not physics, then physics refutes  
comp.

So that means that you can use physics to say what comp must emerge.


   what is proposed is that both comp and physics are co-emergent  
and co-defining. Neither is ontologically primitive.


Then UDA is flawed. Where?

Bruno










On Sun, Mar 3, 2013 at 3:43 PM, Terren Suydam terren.suy...@gmail.com 
 wrote:
Ok, maybe I'm missing something but I'm not sure how a paper that  
assumes
physics can say anything about how physics might emerge from  
arithmetic.


On Mar 3, 2013 2:49 PM, Stephen P. King stephe...@charter.net  
wrote:

On 3/3/2013 10:11 AM, Terren Suydam wrote:

Hi Stephen,

That's a nice read but written under the materialist assumption  
so doesn't

really apply to my question.

Terren


Hi Terren,


Hummm, I can translate it in my mind over to the dual...



On Sun, Mar 3, 2013 at 7:15 AM, Stephen P. King stephe...@charter.net 


wrote:

On 3/3/2013 12:37 AM, Terren Suydam wrote:

Hi,

When Bruno claims that physics can be derived from the UD, would  
a proof
of that represent, on some level, a (partial) solution to the  
measure

problem?

Terren
--

Hi Terren,

It would seem so, or more accurately the other-way around. I  
just

found this paper which has as an abstract:

I review how discrete structures, embodied in the integers,  
appear in
the laws of physics, from quantum mechanics to statistical  
mechanics to

the Standard
Model. I argue that the integers are emergent. If we are looking  
to build

the future
laws of physics, discrete mathematics is no better a starting  
point than

the rules of
scrabble.





--
Onward!

Stephen


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Re: measure problem

2013-03-03 Thread Stephen P. King

On 3/3/2013 12:37 AM, Terren Suydam wrote:

Hi,

When Bruno claims that physics can be derived from the UD, would a 
proof of that represent, on some level, a (partial) solution to the 
measure problem?


Terren
--

Hi Terren,

It would seem so, or more accurately the other-way around. I just 
found this paper 
http://fqxi.org/data/essay-contest-files/Tong_integers.pdf which has 
as an abstract:


I review how discrete structures, embodied in the integers, appear in
the laws of physics, from quantum mechanics to statistical mechanics to 
the Standard
Model. I argue that the integers are emergent. If we are looking to 
build the future
laws of physics, discrete mathematics is no better a starting point than 
the rules of

scrabble.



--
Onward!

Stephen

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Re: measure problem

2013-03-03 Thread Terren Suydam
Hi Stephen,

That's a nice read but written under the materialist assumption so doesn't
really apply to my question.

Terren


On Sun, Mar 3, 2013 at 7:15 AM, Stephen P. King stephe...@charter.netwrote:

  On 3/3/2013 12:37 AM, Terren Suydam wrote:

 Hi,

  When Bruno claims that physics can be derived from the UD, would a proof
 of that represent, on some level, a (partial) solution to the measure
 problem?

  Terren
  --

 Hi Terren,

 It would seem so, or more accurately the other-way around. I just
 found this 
 paperhttp://fqxi.org/data/essay-contest-files/Tong_integers.pdfwhich has as 
 an abstract:

 I review how discrete structures, embodied in the integers, appear in
 the laws of physics, from quantum mechanics to statistical mechanics to
 the Standard
 Model. I argue that the integers are emergent. If we are looking to build
 the future
 laws of physics, discrete mathematics is no better a starting point than
 the rules of
 scrabble.



 --
 Onward!

 Stephen

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Re: measure problem

2013-03-03 Thread Bruno Marchal


On 03 Mar 2013, at 06:37, Terren Suydam wrote:


Hi,

When Bruno claims that physics can be derived from the UD, would a  
proof of that represent, on some level, a (partial) solution to the  
measure problem?


Yes. UDA gives the large shape (cf Plato versus Aristotle), and the  
translation in arithmetic gives already a quantum logic, and the open  
problems we need to solve and to progress. It would astonishing that  
the Theaetetus gives directly physics, without change in the theory of  
knowledge, but up to now, the TOY theory works, thanks to QM.
But the task is big and we are at the beginning, and that why I  
present this often as a translation of the mind body problem into  
arithmetic/computer science.


Bruno







Terren

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Re: measure problem

2013-03-03 Thread Stephen P. King

On 3/3/2013 10:11 AM, Terren Suydam wrote:

Hi Stephen,

That's a nice read but written under the materialist assumption so 
doesn't really apply to my question.


Terren


Hi Terren,


Hummm, I can translate it in my mind over to the dual...




On Sun, Mar 3, 2013 at 7:15 AM, Stephen P. King stephe...@charter.net 
mailto:stephe...@charter.net wrote:


On 3/3/2013 12:37 AM, Terren Suydam wrote:

Hi,

When Bruno claims that physics can be derived from the UD, would
a proof of that represent, on some level, a (partial) solution to
the measure problem?

Terren
-- 

Hi Terren,

It would seem so, or more accurately the other-way around. I
just found this paper
http://fqxi.org/data/essay-contest-files/Tong_integers.pdf which
has as an abstract:

I review how discrete structures, embodied in the integers, appear in
the laws of physics, from quantum mechanics to statistical
mechanics to the Standard
Model. I argue that the integers are emergent. If we are looking
to build the future
laws of physics, discrete mathematics is no better a starting
point than the rules of
scrabble.




--
Onward!

Stephen

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Re: measure problem

2013-03-03 Thread Terren Suydam
Ok, maybe I'm missing something but I'm not sure how a paper that assumes
physics can say anything about how physics might emerge from arithmetic.
 On Mar 3, 2013 2:49 PM, Stephen P. King stephe...@charter.net wrote:

  On 3/3/2013 10:11 AM, Terren Suydam wrote:

 Hi Stephen,

  That's a nice read but written under the materialist assumption so
 doesn't really apply to my question.

  Terren


 Hi Terren,


 Hummm, I can translate it in my mind over to the dual...



 On Sun, Mar 3, 2013 at 7:15 AM, Stephen P. King stephe...@charter.netwrote:

   On 3/3/2013 12:37 AM, Terren Suydam wrote:

  Hi,

  When Bruno claims that physics can be derived from the UD, would a
 proof of that represent, on some level, a (partial) solution to the measure
 problem?

  Terren
   --

 Hi Terren,

 It would seem so, or more accurately the other-way around. I just
 found this 
 paperhttp://fqxi.org/data/essay-contest-files/Tong_integers.pdfwhich has 
 as an abstract:

 I review how discrete structures, embodied in the integers, appear in
 the laws of physics, from quantum mechanics to statistical mechanics to
 the Standard
 Model. I argue that the integers are emergent. If we are looking to build
 the future
 laws of physics, discrete mathematics is no better a starting point than
 the rules of
 scrabble.



 --
 Onward!

 Stephen

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Re: measure problem

2013-03-03 Thread Stephen P. King

On 3/3/2013 3:43 PM, Terren Suydam wrote:


Ok, maybe I'm missing something but I'm not sure how a paper that 
assumes physics can say anything about how physics might emerge from 
arithmetic.




Check out this paper: http://boole.stanford.edu/pub/ratmech.pdf

On Mar 3, 2013 2:49 PM, Stephen P. King stephe...@charter.net 
mailto:stephe...@charter.net wrote:


On 3/3/2013 10:11 AM, Terren Suydam wrote:

Hi Stephen,

That's a nice read but written under the materialist assumption
so doesn't really apply to my question.

Terren


Hi Terren,


Hummm, I can translate it in my mind over to the dual...




On Sun, Mar 3, 2013 at 7:15 AM, Stephen P. King
stephe...@charter.net mailto:stephe...@charter.net wrote:

On 3/3/2013 12:37 AM, Terren Suydam wrote:

Hi,

When Bruno claims that physics can be derived from the UD,
would a proof of that represent, on some level, a (partial)
solution to the measure problem?

Terren
-- 

Hi Terren,

It would seem so, or more accurately the other-way
around. I just found this paper
http://fqxi.org/data/essay-contest-files/Tong_integers.pdf
which has as an abstract:

I review how discrete structures, embodied in the integers,
appear in
the laws of physics, from quantum mechanics to statistical
mechanics to the Standard
Model. I argue that the integers are emergent. If we are
looking to build the future
laws of physics, discrete mathematics is no better a starting
point than the rules of
scrabble.








--
Onward!

Stephen

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Re: measure problem

2013-03-03 Thread Richard Ruquist
Well if what emerges from comp is not physics, then physics refutes comp.
So that means that you can use physics to say what comp must emerge.


On Sun, Mar 3, 2013 at 3:43 PM, Terren Suydam terren.suy...@gmail.com wrote:
 Ok, maybe I'm missing something but I'm not sure how a paper that assumes
 physics can say anything about how physics might emerge from arithmetic.

 On Mar 3, 2013 2:49 PM, Stephen P. King stephe...@charter.net wrote:

 On 3/3/2013 10:11 AM, Terren Suydam wrote:

 Hi Stephen,

 That's a nice read but written under the materialist assumption so doesn't
 really apply to my question.

 Terren


 Hi Terren,


 Hummm, I can translate it in my mind over to the dual...



 On Sun, Mar 3, 2013 at 7:15 AM, Stephen P. King stephe...@charter.net
 wrote:

 On 3/3/2013 12:37 AM, Terren Suydam wrote:

 Hi,

 When Bruno claims that physics can be derived from the UD, would a proof
 of that represent, on some level, a (partial) solution to the measure
 problem?

 Terren
 --

 Hi Terren,

 It would seem so, or more accurately the other-way around. I just
 found this paper which has as an abstract:

 I review how discrete structures, embodied in the integers, appear in
 the laws of physics, from quantum mechanics to statistical mechanics to
 the Standard
 Model. I argue that the integers are emergent. If we are looking to build
 the future
 laws of physics, discrete mathematics is no better a starting point than
 the rules of
 scrabble.



 --
 Onward!

 Stephen

 --
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Re: measure problem

2013-03-03 Thread Stephen P. King

On 3/3/2013 8:17 PM, Richard Ruquist wrote:

Well if what emerges from comp is not physics, then physics refutes comp.
So that means that you can use physics to say what comp must emerge.


what is proposed is that both comp and physics are co-emergent and 
co-defining. Neither is ontologically primitive.






On Sun, Mar 3, 2013 at 3:43 PM, Terren Suydam terren.suy...@gmail.com wrote:

Ok, maybe I'm missing something but I'm not sure how a paper that assumes
physics can say anything about how physics might emerge from arithmetic.

On Mar 3, 2013 2:49 PM, Stephen P. King stephe...@charter.net wrote:

On 3/3/2013 10:11 AM, Terren Suydam wrote:

Hi Stephen,

That's a nice read but written under the materialist assumption so doesn't
really apply to my question.

Terren


Hi Terren,


 Hummm, I can translate it in my mind over to the dual...



On Sun, Mar 3, 2013 at 7:15 AM, Stephen P. King stephe...@charter.net
wrote:

On 3/3/2013 12:37 AM, Terren Suydam wrote:

Hi,

When Bruno claims that physics can be derived from the UD, would a proof
of that represent, on some level, a (partial) solution to the measure
problem?

Terren
--

Hi Terren,

 It would seem so, or more accurately the other-way around. I just
found this paper which has as an abstract:

I review how discrete structures, embodied in the integers, appear in
the laws of physics, from quantum mechanics to statistical mechanics to
the Standard
Model. I argue that the integers are emergent. If we are looking to build
the future
laws of physics, discrete mathematics is no better a starting point than
the rules of
scrabble.





--
Onward!

Stephen


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measure problem

2013-03-02 Thread Terren Suydam
Hi,

When Bruno claims that physics can be derived from the UD, would a proof of
that represent, on some level, a (partial) solution to the measure problem?

Terren

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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-20 Thread Stathis Papaioannou

On 20/09/2007, Hal Finney [EMAIL PROTECTED] wrote:

 The lifetime formulation also captures the intuition many people have
 that consciousness should not jump around as observer moments are
 created in the various simulations and scenarios we imagine in our
 thought experiments. That was the conclusion I reached in the posting
 referenced above, that teleportation might in some sense not work
 even though someone walks out of the machine thousands of miles away
 who remembers walking into it. The measure of such a lifetime would be
 substantially less than that of a similar person who never teleports.

I have great conceptual difficulty with this idea. It seems to allow
that I could have died five minutes ago even though I still feel that
I am alive now. (This is OK with me because I think the best way to
look at ordinary life is as a series of transiently existing OM's
which create an illusion of a self persisting through time, but I
don't think this is what you were referring to.)



-- 
Stathis Papaioannou

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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-20 Thread Hal Finney

[By the way, I notice that I do not receive my own postings back in email,
which makes my archive incomplete. Does anyone know if there is a way to
configure the mailing list reflector to give me back my own messages?]

Russell Standish wrote:
 On Wed, Sep 19, 2007 at 12:10:33PM -0700, Hal Finney wrote:
  The lifetime formulation also captures the intuition many people have
  that consciousness should not jump around as observer moments are
  created in the various simulations and scenarios we imagine in our
  thought experiments. That was the conclusion I reached in the posting
  referenced above, that teleportation might in some sense not work
  even though someone walks out of the machine thousands of miles away
  who remembers walking into it. The measure of such a lifetime would be
  substantially less than that of a similar person who never teleports.
  
  Hal Finney

 I note that you have identified yourself with the the ASSA camp in the
 past (at least I say so in my book, so it must be true, right! :). What
 you are proposing above is an anti-functionalist position. The question is
 does functionalism necessarily imply RSSA, and antifunctionalism imply
 the ASSA? ie, does this whole RSSA/ASSA debate turn on the question of
 functionalism?

The distinction I am drawing seems somewhat orthogonal to the RSSA/ASSA
debate. Suppose someone is about to die in a terrible accident. From
the 1st person perspective, RSSA would say that he expects to survive
through miraculous good luck. ASSA would say that he expects to die and
never experience anything again. Now suppose that in most universes an
advanced, benevolent human/AI civilization later recreates his mental
state and in effect resurrects him in a sort of heaven. Both ASSA and
RSSA might now say that his expectation prior to the accident should be to
wake up in this heaven, that that is his most likely next experience.

My argument suggests otherwise, that the chance of this being his next
experience would be rather low. However it basically leaves the RSSA/ASSA
distinction intact. We would go back to the situation where RSSA predicts
a miraculously lucky survival of the accident while ASSA predicts death.

But actually my analysis is supportive of the ASSA in this form, in that
the measure of a lifetime which ends in the accident is much higher than
the measure of one which survives.

As far as functionalism, I agree that this kind of analysis argues
against it.  Indeed the post from Wei Dai which introduced this concept,
which I quote here, http://www.udassa.com/origins.html (apologies for the
incompleteness of this web site), suggests that the size of a computer
would affect measure, contradicting functionalism.

Frankly I suspect that Bruno's analysis would or should lead to the same
kind of conclusion. I wonder if he supports strict functionalism? Would
he say yes doctor to any and all functional brain replacements? Or
would some additional investigation be appropriate?


 I wonder where this leaves Mallah, who admits to computationalism, yet
 is died-in-the-wool ASSA?

Indeed I have often wondered where in the world is Jacques Mallah,
who was so influential on this list in the past but who seems to have
vanished utterly from the net. Actually, I wrote that sentence based
on previous Google searches, but just now I discovered that as of
two weeks ago he has published his first communication in many years:
http://arxiv.org/abs/0709.0544 . Here is his abstract, which seems similar
in its goals to your own work:

: The Many Computations Interpretation (MCI) of Quantum Mechanics
: Authors: Jacques Mallah
: (Submitted on 4 Sep 2007)
: 
: Abstract: Computationalism provides a framework for understanding
: how a mathematically describable physical world could give rise to
: conscious observations without the need for dualism. A criterion
: is proposed for the implementation of computations by physical
: systems, which has been a problem for computationalism. Together
: with an independence criterion for implementations this would allow,
: in principle, prediction of probabilities for various observations
: based on counting implementations. Applied to quantum mechanics,
: this results in a Many Computations Interpretation (MCI), which is
: an explicit form of the Everett style Many Worlds Interpretation
: (MWI). Derivation of the Born Rule emerges as the central problem for
: most realist interpretations of quantum mechanics. If the Born Rule
: is derived based on computationalism and the wavefunction it would
: provide strong support for the MWI; but if the Born Rule is shown not
: to follow from these to an experimentally falsified extent, it would
: indicate the necessity for either new physics or (more radically)
: new philosophy of mind.

I am looking forward to reading this!

Hal

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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-20 Thread Hal Finney

Stathis Papaioannou writes:
 On 20/09/2007, Hal Finney [EMAIL PROTECTED] wrote:

  The lifetime formulation also captures the intuition many people have
  that consciousness should not jump around as observer moments are
  created in the various simulations and scenarios we imagine in our
  thought experiments. That was the conclusion I reached in the posting
  referenced above, that teleportation might in some sense not work
  even though someone walks out of the machine thousands of miles away
  who remembers walking into it. The measure of such a lifetime would be
  substantially less than that of a similar person who never teleports.

 I have great conceptual difficulty with this idea. It seems to allow
 that I could have died five minutes ago even though I still feel that
 I am alive now. (This is OK with me because I think the best way to
 look at ordinary life is as a series of transiently existing OM's
 which create an illusion of a self persisting through time, but I
 don't think this is what you were referring to.)

You will probably agree that there are some branches of the multiverse
where you did indeed die five minutes ago, and perhaps people are
standing around staring in shock at your dead body. And supposing that
you had just had a narrow escape from a perilous situation, you might
even consider that those branches where you died are of greater measure
than those where you survived. That's basically all my analysis says,
as far as normal life. The main novelty is what it has to say about
exotic thought experiments like teleportation and resurrection.

Hal Finney

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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-20 Thread Stathis Papaioannou

On 21/09/2007, Hal Finney [EMAIL PROTECTED] wrote:

 As far as functionalism, I agree that this kind of analysis argues
 against it.  Indeed the post from Wei Dai which introduced this concept,
 which I quote here, http://www.udassa.com/origins.html (apologies for the
 incompleteness of this web site), suggests that the size of a computer
 would affect measure, contradicting functionalism.

How does this contradict functionalism? Functionalism needs to be true
in order for the computer program to be conscious in the first place.




-- 
Stathis Papaioannou

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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-20 Thread Stathis Papaioannou

On 21/09/2007, Hal Finney [EMAIL PROTECTED] wrote:

 You will probably agree that there are some branches of the multiverse
 where you did indeed die five minutes ago, and perhaps people are
 standing around staring in shock at your dead body. And supposing that
 you had just had a narrow escape from a perilous situation, you might
 even consider that those branches where you died are of greater measure
 than those where you survived. That's basically all my analysis says,
 as far as normal life. The main novelty is what it has to say about
 exotic thought experiments like teleportation and resurrection.

Those branches where I have died (as opposed to those where I am about
to die) are of zero measure, while those where I have survived are of
non-zero measure. If you give the branches where I have died a vote
when calculating my measure, then why not give the branches where I
never existed a vote as well? I am dead almost everywhere in the
multiverse.



-- 
Stathis Papaioannou

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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-19 Thread Hal Finney

[I want to first note for the benefit of readers that I am Hal Finney
and no relation to Hal Ruhl - it can be confusing having two Hal's on
the list!]

Rolf Nelson writes:
 UDASSA (if I'm interpreting it right, Hal?) says:

 1. The measure of programs that produce OM (I am experiencing A, and
 I remember my previous experience as B) as its single output,
 compared to the measure of programs that produce OM (I am not
 experiencing A, and I remember my previous experience as B) as its
 single output, is what we perceive as the likelihood of A following
 B, rather than A not following B.

I think you mean, the likelihood of A following B rather than not-A
following B. That's probably reasonable, although I suggested a somewhat
different approach in this (as usual) somewhat overly long posting:

http://www.nabble.com/Teleportation-thought-experiment-and-UD%2BASSA-tf3057020.html#a8498222

Imagine that we could write down a description of a person's mental
states for his whole lifetime, from birth to death. Every possible such
sequence would be a possible lifetime and would exist in the universe
of all information patterns. Some would have higher measure than others.
As usual, it is plausible that the highest-measure such lifetimes would
be those which exist as parts of universes that have reasonably simple
descriptions.

Then we can get at your question of what is the likelihood of A following
B by asking, what is the measure of all lifetimes which experience event
B followed by event A, compared to the measure of all lifetimes which
experience event B not followed by event A.

The difference from what you expressed would be, for example, if some
future civilization creates simulated OMs which remember B followed by
A, while in the real world B did not get followed by A. Your OM based
formulation might have those future OMs add quite a bit of measure to
B-then-A, while the lifetime based formulation would consider those
as less important, because of the discontinuity between the original
lifetime and the future simulation of B-then-A.

The lifetime formulation also captures the intuition many people have
that consciousness should not jump around as observer moments are
created in the various simulations and scenarios we imagine in our
thought experiments. That was the conclusion I reached in the posting
referenced above, that teleportation might in some sense not work
even though someone walks out of the machine thousands of miles away
who remembers walking into it. The measure of such a lifetime would be
substantially less than that of a similar person who never teleports.

Hal Finney

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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-19 Thread Russell Standish

On Wed, Sep 19, 2007 at 12:10:33PM -0700, Hal Finney wrote:
 The lifetime formulation also captures the intuition many people have
 that consciousness should not jump around as observer moments are
 created in the various simulations and scenarios we imagine in our
 thought experiments. That was the conclusion I reached in the posting
 referenced above, that teleportation might in some sense not work
 even though someone walks out of the machine thousands of miles away
 who remembers walking into it. The measure of such a lifetime would be
 substantially less than that of a similar person who never teleports.
 
 Hal Finney

I note that you have identified yourself with the the ASSA camp in the
past (at least I say so in my book, so it must be true, right! :). What
you are proposing above is an anti-functionalist position. The question is
does functionalism necessarily imply RSSA, and antifunctionalism imply
the ASSA? ie, does this whole RSSA/ASSA debate turn on the question of
functionalism?

I wonder where this leaves Mallah, who admits to computationalism, yet
is died-in-the-wool ASSA?

Cheers

-- 


A/Prof Russell Standish  Phone 0425 253119 (mobile)
Mathematics  
UNSW SYDNEY 2052 [EMAIL PROTECTED]
Australiahttp://www.hpcoders.com.au


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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-18 Thread Wei Dai

Hal wrote:
 Yes, as you note later this is very similar to the concept I called
 UD+ASSA or just UDASSA and described in a series of postings to this
 list back in 2005. It was not original with me but actually was based
 on an idea of Wei Dai, who founded this last way back in 1998. I was
 working at one point on the udassa.com site to bring the ideas together
 but never finished it. I'm surprised that guy found it, I don't recall
 mentioning that URL. Must have let it slip sometime!

It appears that the post where I originally proposed this idea is missing 
from the Google Groups archive. Something must have gone wrong when I 
imported the group archive into Google Groups, or data rot got to it. The 
Mail-Archive.com archive is in even worse shape, missing everything from 
before Sept 2006.

Fortunately a third archive at Nabble.com seems still complete, and the post 
can be found here:
http://www.nabble.com/consciousness-based-on-information-or-computation--tf3053801.html#a8489008

As Hal notes on his website, I've since moved away from this position. I've 
explain my reasons on the mailing list as they occurred to me (for example 
http://www.nabble.com/relevance-of-the-real-measure-tf3055627.html#a8492185 
and http://www.nabble.com/forum/ViewPost.jtp?post=8496294framed=y) but 
perhaps I should write down a summary for the new members.

PS, if anyone wants to download the complete raw mailing list archive in 
zipped Unix mailbox format, please email me privately.
 



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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-17 Thread Russell Standish

On Sat, Sep 15, 2007 at 01:25:04PM -, Rolf Nelson wrote:
 
 If I understand the Measure Problem correctly, we wonder why we find
 ourselves in a Goldilocks Universe of stars and galaxies rather than
 a simpler universe consisting solely of blackbody radiation, or a more
 complex, unpredictable Harry Potter universe.

I call this the Occam catastrophe in my book. The solution I give
there is a requirement that observers have to be embedded in the
universe they observe, ie are self-aware.

 
 1. An attempt at the solution was that more complex universes are less
 probable; they are less likely to be produced by a random UTM. This
 explains why induction works, why we don't live in a Harry Potter
 universe. But this also means a simple blackbody radiation universe is
 more probable than a Goldilocks Universe.
 
 2. So we say, There are more observers in a Goldilocks Universe,
 where observers evolve through natural selection, than in a blackbody
 radiation universe, where observers can only occasionally emerge
 through extremely infrequent statistical anomalies. But if both the
 Goldilocks Universe and the blackbody radiation universe are infinite
 in size, then both have an infinite number of observers.

Unnormalisable measures are not an insurmountable problem. I give some
examples where this can be done in appendix C of my book. Of course
there are problems in the general case.

...

 
 Here is one possible solution: the UTM instead directly produces a
 qualia (or, if you prefer, substitute observer moment or whatever
 terminology you deem appropriate). We'll use a broad definition of
 qualia that can encompass complex observations like Rolf sits at
 his keyboard, reflecting on past observations and wondering why he
 seems to live in a Goldilocks Universe, since that's exactly the type
 of observation that we're trying to explain when we ponder the Measure
 Problem.
 
 Each qualia, in the proposed model, is a long, finite-length string
 that is output by a UTM running every possible random program. (This
 is the same type of UTM that some of you have been proposing, but it
 outputs an attempt at a single qualia, rather than outputting an
 entire universe.) Very few strings are qualia; most UTM programs fail
 to produce qualia. The proposed model additionally postulates that
 many qualia are compressible in a certain interesting way, such that
 the World-Index-Compression Postulate (below) is true.
 
 World-Index-Compression Postulate: The most probable way for the
 output of a random UTM program to be a single qualia, is through
 having a part of the program calculate a Universe, U, that is similar
 to the universe we currently are observing; and then having another
 part of the program search through the universe and pick out a
 substring by using an search algorithm SA(U) that tries to find a
 random sentient being in U and emit his qualia as the final output.
 

This sounds kind of complex. Just how do you recognise sentience?


 As an example, take two qualia, that we will call Q(Goldilocks) and
 Q(Potter):
 
 Q(Goldilocks): All my life I have read that all swans are white. And
 indeed, today I just saw a white swan.
 
 Q(Potter): All my life I have read that all swans are white. But,
 today I just saw a black swan.
 

Funny you should say this - all my life I read that swans were white*,
but all the swans around here are actually black. It was only at the
age of 28 that I saw my first white swan - when living in Europe.

* in fairy stories of course - I knew full well that the first
  European exporers to our land were amazed at the black swans, and
  that they feature on the state flag where I grew up.


-- 


A/Prof Russell Standish  Phone 0425 253119 (mobile)
Mathematics  
UNSW SYDNEY 2052 [EMAIL PROTECTED]
Australiahttp://www.hpcoders.com.au


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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-17 Thread Bruno Marchal


Le 15-sept.-07, à 15:25, Rolf Nelson a écrit :

 If I understand the Measure Problem correctly, we wonder why we find
 ourselves in a Goldilocks Universe of stars and galaxies rather than
 a simpler universe consisting solely of blackbody radiation, or a more
 complex, unpredictable Harry Potter universe.

This is the ASSA (Absolute Self Sample Assumption) version of the 
measure problem. In this case, physicalism *does* provide a solution 
under the form of QM, which explains well the rarity of *THIRD person 
white rabbits*, through the idea of Everett + decoherence. Alas, 
Everett has to postulate a computationalist theory of mind, which makes 
unavoidable the first and third person distinction, and which, by that 
way, introduces the *FIRST person white rabbits*, and those 1-rabbits 
are not a priori eliminated through the quantum interferences; unless 
you derive the quantum interference from the winning general 
computations in the deployement of the UD work (UD = Universal 
dovetailer, not Hal Finney's UD which is typical ASSA use of an 
*Universal Distribution* (closer two the second paper of Schmidhuber 
based on computable probability distribution than to anything related 
to the 1-3 distinction).
What QM do very well is to explain notion of 1-person plural from 
1-person through the division of subject (à-la Washington/Moscow) into 
division of population of subjects (by contagion of superpositions), by 
entangling the quantum histories. QM can do that thanks to its double 
linearity (linearity of the tensor product, and linearity of 
evolution). A priori comp should completely failed on that, but then 
what I have done is showing that the nuance brought by the 
incompleteness phenomenon, gives much room to doubt that comp is 
already refuted. But then again, we have to extract the double 
linearity from comp without postulating QM, if we want keep comp, or 
even just QM (without collapse).


Bruno




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


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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-17 Thread Rolf Nelson

  World-Index-Compression Postulate: The most probable way for the
  output of a random UTM program to be a single qualia, is through
  having a part of the program calculate a Universe, U, that is similar
  to the universe we currently are observing; and then having another
  part of the program search through the universe and pick out a
  substring by using an search algorithm SA(U) that tries to find a
  random sentient being in U and emit his qualia as the final output.

 This sounds kind of complex. Just how do you recognise sentience?

You can't recognize it directly, at least not with a 500-bit
subroutine. (Otherwise you could write a 510-bit program that iterates
through random substrings and picks the first sentient one, violating
the given World-Index-Compression postulate.) But in an ordered world,
you might track down a human (or other sentient being) within 500
bits with instructions like keep searching in a straight line,
through an unbounded number of light-years, until you bump into
something that stands upright, uses grammar, and would get angry if I
punched it. (I'm making up these numbers, if I'm close to Realistic
Numbers it's just luck and not insight here.)

-Rolf


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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-17 Thread Rolf Nelson

 and would get angry if I punched it

I meant to say, would punch me back if I punched it. It's begging
the question for the search algorithm to know whether the internal
mental state is angry.

-Rolf


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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-17 Thread Rolf Nelson

 The considerations trying to solve the measure problem have not been
 that primitive, but much better. The concept of a cubic meter won't
 make sense in most of the universes, and to compare infinities in a
 rigorous manner is nothing new to mathematicians. Both, Standish and
 Schmidhuber (and surely others, too) have given well-advised attempts
 to solve the problem.

Maybe you're right; I've tried to wade through the archives, searching
on measure problem, but may have missed some key things.

If we look at other (concrete, complete) proposals, I'm interested in
what answers they give for:

1. How do you calculate the probability of your next observation,
based on your current mental state?

2. What is the measure/probability of observers, or of OM's? This is
necessary for moral calculations, you need to be able to say what
other observers are experiencing in the state of the universe that
will result from your actions! Related: how do we calculate the answer
to self-indication puzzles, like SIA vs. SSA?

3. Why do we live in a Goldilocks universe rather than a Harry Potter
universe or a blackbody universe?

UDASSA (if I'm interpreting it right, Hal?) says:

1. The measure of programs that produce OM (I am experiencing A, and
I remember my previous experience as B) as its single output,
compared to the measure of programs that produce OM (I am not
experiencing A, and I remember my previous experience as B) as its
single output, is what we perceive as the likelihood of A following
B, rather than A not following B.

2. The measure of an OM is the measure of the programs that produce
OM.

3. (...) the biggest contribution to the measure of observers (and
observer-moments) like our own will arise from programs which
conceptually have two parts. The first part creates a universe similar
to the one we see where the observers evolve, and the second part
selects the observer for output.

-Rolf


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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-16 Thread Rolf Nelson

Steven Smithee is not just a Black Belt Bayesian, but a Black Belt at
Keeping Track of Who Has Said What About Cool Topics in Web Pages that
are Linked To from Nowhere Else on the Internet. He pointed out
http://udassa.com/summary1.html, where someone (Hal Finney, if we go
by 'whois') said:

 A final point: I strongly suspect that the biggest contribution to the 
 measure of observers (and observer-moments) like our own will arise from 
 programs which conceptually have two parts. The first part creates a universe 
 similar to the one we see where the observers evolve, and the second part 
 selects the observer for output. I have argued elsewhere that each part can 
 be relatively small compared to a program which was hard-wired to produce a 
 specific observer and had all the information necessary to do so. Small 
 programs have greater measure (occupy a greater fraction of possible input 
 strings) hence this would be the main source of measure for observers like us.


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Re: One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-16 Thread Hal Finney

Rolf writes:
 World-Index-Compression Postulate: The most probable way for the
 output of a random UTM program to be a single qualia, is through
 having a part of the program calculate a Universe, U, that is similar
 to the universe we currently are observing; and then having another
 part of the program search through the universe and pick out a
 substring by using an search algorithm SA(U) that tries to find a
 random sentient being in U and emit his qualia as the final output.

Yes, as you note later this is very similar to the concept I called
UD+ASSA or just UDASSA and described in a series of postings to this
list back in 2005. It was not original with me but actually was based
on an idea of Wei Dai, who founded this last way back in 1998. I was
working at one point on the udassa.com site to bring the ideas together
but never finished it. I'm surprised that guy found it, I don't recall
mentioning that URL. Must have let it slip sometime!

You might enjoy this old post where I tried to work out in some plausible
detail the size of a program to output a mental state, or as you say a
quale, and came up with an answer in the 10s of kilobits, not far from
your estimate.

http://www.nabble.com/UDist-and-measure-of-observers-tf3056759.html

Hal

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One solution to the Measure Problem: UTM outputs a qualia, not a universe

2007-09-15 Thread Rolf Nelson

If I understand the Measure Problem correctly, we wonder why we find
ourselves in a Goldilocks Universe of stars and galaxies rather than
a simpler universe consisting solely of blackbody radiation, or a more
complex, unpredictable Harry Potter universe.

1. An attempt at the solution was that more complex universes are less
probable; they are less likely to be produced by a random UTM. This
explains why induction works, why we don't live in a Harry Potter
universe. But this also means a simple blackbody radiation universe is
more probable than a Goldilocks Universe.

2. So we say, There are more observers in a Goldilocks Universe,
where observers evolve through natural selection, than in a blackbody
radiation universe, where observers can only occasionally emerge
through extremely infrequent statistical anomalies. But if both the
Goldilocks Universe and the blackbody radiation universe are infinite
in size, then both have an infinite number of observers.

3. Maybe we say, The Goldilocks Universe produces more observers per
cubic meter. But then someone can propose the Tiny Blackbody
Universe, which looks like an infinite region of blackbody radiation
in our universe, but where everything is smaller by a factor of 10 to
power of 1000. Why don't we live in the Tiny Universe? And at the very
least, why does the universe waste all this empty space around us?

Here is one possible solution: the UTM instead directly produces a
qualia (or, if you prefer, substitute observer moment or whatever
terminology you deem appropriate). We'll use a broad definition of
qualia that can encompass complex observations like Rolf sits at
his keyboard, reflecting on past observations and wondering why he
seems to live in a Goldilocks Universe, since that's exactly the type
of observation that we're trying to explain when we ponder the Measure
Problem.

Each qualia, in the proposed model, is a long, finite-length string
that is output by a UTM running every possible random program. (This
is the same type of UTM that some of you have been proposing, but it
outputs an attempt at a single qualia, rather than outputting an
entire universe.) Very few strings are qualia; most UTM programs fail
to produce qualia. The proposed model additionally postulates that
many qualia are compressible in a certain interesting way, such that
the World-Index-Compression Postulate (below) is true.

World-Index-Compression Postulate: The most probable way for the
output of a random UTM program to be a single qualia, is through
having a part of the program calculate a Universe, U, that is similar
to the universe we currently are observing; and then having another
part of the program search through the universe and pick out a
substring by using an search algorithm SA(U) that tries to find a
random sentient being in U and emit his qualia as the final output.

As an example, take two qualia, that we will call Q(Goldilocks) and
Q(Potter):

Q(Goldilocks): All my life I have read that all swans are white. And
indeed, today I just saw a white swan.

Q(Potter): All my life I have read that all swans are white. But,
today I just saw a black swan.

The measure (or probability, if you prefer) of Q(Goldilocks) is
greater than the measure of Q(Potter). Why? Perhaps Q(Goldilocks) and
Q(Potter) are both 5000 bits long; it's almost impossible that any
random UTM program would output either qualia directly by using a 5000
bit program. But postulate that there are shorter programs to emit
these types of qualia:

Smallest Goldilocks Program's code: (outputs Q(Goldilocks))

1. Execute subroutine to internally generate the Goldilocks Universe.
(This subroutine is 1000 bits long)

2. Search through the infinite universe you generated, until you find
something that has a head and seems to react to swans. Look inside its
head, and output the contents of whatever is inside its head. (This
subroutine is 500 bits long)

Total program size: 1500 bits.


Smallest Potter Program's code: (outputs Q(Potter))

1. Execute subroutine to internally generate the Potter Universe.
(This subroutine is 1020 bits long, since Potter is more complex than
Goldilocks)

2. Search through the infinite universe you generated, until you find
something that has a head and seems to react to swans.  Look inside
its head, and output the contents of whatever is inside its head.
(This subroutine is 500 bits long)

Total program size: 1520 bits. The Potter qualia is 20 bits longer,
and therefore is literally a million times less likely than the
Goldilocks qualia in this scenario.


What about the blackbody radiation universe? Because the universe is
totally random, you can't efficiently use the same trick as in the
more orderly universes. Your Search Algorithm will eventually find a
thermal fluctuation that looks like something reacting to a swan and
will output the contents of its head; however, the head is just going
to contain an uncorrelated sea of thermal radiation, rather than a
qualia.

Q(Goldilocks

Re: measure problem

2007-05-03 Thread Bruno Marchal

Le 02-mai-07, à 17:49, John Mikes a écrit :

 One wisdom above all others consists of formulating questions which by 
 their wording eliminate the answers. Your question starts:
 What do you mean by ...our...?
 The classic reply: Who is asking? -- It is you and me and all who 
 we can consider normal minds to converse with.
  *
 I try to be patient as long as I am around, but cannot take seriously 
 a LM that 'knows' everything 'unknowable' and TELLS US all in an 
 interview. It is all still in 'our' mind (imagination?)  content.
 Why do you  not 'extract' everything at once? Why piecemeal small 
 portions of epistemic enrichment? All questions discussed on this and 
 any other forum could be answered. Why are we so shy? (Maybe life 
 would be intolerably boring knowing all the answers at once?)
 (I got it:
 it is the 'mathematically discernible' gap ...so is it a limitation?



Yes. But the L machine can see its own limitations. The UD Argument 
explains why we have to expect physics rising from some geometry 
bearing on that limitation.





 and only its 'fears', 'hopes', (=suggestions, fantasies?) we(?) in our 
 feeble mind work/content can produce similar unreal ideas.) 
 Is the 'mathematical' included to justify the imperfections of a LM?


Yes.




  - No, I did not really ask that.
  *
 Why did a LM not disclose 'itself' 3000 years ago?

I guess that happens. There are some relations between so-called 
mystics or inward-looking truth researchers and lobian machine.


 with ALL the answers?

Certainly not.



 Why still teasing us even now? A Sadist Loebian Machine!
 Does it have 'rules' on 'how much' to disclose in an interview? Who's 
 rules? the Allmighty? but that is the LM itself!
 You see, I am confused. (ha ha) good for me.


I will come back on the interview. I have to answer Mark Geddes' 
question on Tegmark little three-diagram first, and this could help to 
relate the interview and the search for a TOE. Indeed I have to explain 
the many nuances between the notion of computability, provability, 
knowability, observability, etc. All that in the arithmetical frame, 
... and without being too much technical!  The problem is that those 
nuances *are* technical! I am using technics here because our 
intuitions are misleading.

Just note this. No Lobian Machine, even sound and ultra-powerful can 
ever be Allmighty. The contrary is true: the machine is somehow 
extremely modest. If you ask a sound (lobian) machine if she will ever 
say a bullshit, she answers that [either she will say a bullshit or she 
*might* say a bullshit]. This is a form of Godel's theorem. Lob's 
theorem shows in a deeper way that the L machine is really 
modesty-driven all along. The machine can also prove to herself that 
the more she learns, the less she knows. Her science makes her more 
ignorant, and lead her to bigger doubts, and thus also to bigger 
possibilities (relatively to her most probable computational history).

Also, I use the term Lobian machine, in honor of Löb, but also as a 
shorter expression for a self-referentially correct machine having 
enough beliefs in elementary arithmetic.

I remind you that in some older post you were willing to accept the 
idea that either you are yourself lobian, or that you can identify a 
lobian machine living in you (as far as you accept enough elementary 
arithmetical truth).

Recall also I am not defending the comp hyp., I am just trying to show 
that the comp hyp. has (startling) observable and thus testable 
consequences (cf also both the UDA and the neoplatonists like 
Plotinus).




  
 Wishing you the best


The best for you too. Hope this will help you to keep patient, thanks,


Bruno





  
 John

  
 On 5/2/07, Bruno Marchal [EMAIL PROTECTED] wrote: Dear John,

 Le 30-avr.-07, à 20:57, John Mikes a écrit :

  mind is (mentality of) the unlimited TOE and its vision(s), while 
 body
  (the somehow limited contraption including the tool for our 
 thinking -
  call it brain tissue, physical, digital comp, or - horribile dictu:
  arithmetical - anyway within our limited mentality) is an aspect
  (partial) of it.


 I asked you this before:  what do you mean by *our* in *our* limited
 mentality?

 Do you mean the Hungarians?
 The Americans?
 The Humans?
 The Apes?
 The Animals?
 The inhabitants of Earth?
 The inhabitants of the Solar System?
 The inhabitants of the Milky Way galaxy?   (they are so much Milky Way
 Minded, you know!)
 or
 The sound lobian machines?
 The omega-consistent lobian machines?
 The consistent lobian machines?
 The lobian machines?
 ...
 The lobian entities?
 ... ?



  Problem: to reach the total from the limitational part - without the
  possession (understanding) of the missing rest of it.

  This is exactly, if I get your point, what I think can be done about
 the lobian entities, which, thanks to the mathematically describable
 gap between what the machine can know and what the machine can hope 
 for
 (of fear for, bet, etc.) it is 

Re: measure problem

2007-05-03 Thread John Mikes
Appreciate.
.
BM:
Yes. But the L machine can see its own limitations. The UD Argument
explains why we have to expect physics rising from some geometry
bearing on that limitation.
JM:
At the 1989(?) German Complexity Conference Rainer Zimmermann had a paper on

Pre-Geometrical  world-origin. This instigated my idea about (MY)
Plenitude, which is neither (pre?)geometrical, nor preceding a 'time' -
nonexistent in it. Geometry is a consequence of spatial order, so it has to
be 'invented' in a post-BigBang universe of at least spatial arrangements.
In congruence with your later remark that physics stems from geometry. At
least 2nd phase in my narrative. Consequence of things I am looking for.(and
still predecessor to physics as you stated).
*
JM..:..
 Is the 'mathematical' included to justify the imperfections of a LM?
BM:
Yes.
JM now: that was a trap. Sorry. (see my next line that I did not 'really'
ask that) -
You probably did not realize that mathematical was said to be 'included'
into something not containing it. Or is numbers-based not (really)
mathematical?
((See my confusion?))
*
 Why did a LM not disclose 'itself' 3000 years ago?
BM:
I guess that happens. There are some relations between so-called
mystics or inward-looking truth researchers and lobian machine.
(JM: remarkable. And i can understand why those information-bits were
explained in a false way: according to the general epistemic level of the
era).
*
JM now:
when I condoned the chance to be a LM it was not in your presently spelled
out way:
 a self-referentially correct machine having enough beliefs in elementary
arithmetic.
because I have insufficient belief in the kind of arithmetic base (not only
because of my insufficient math, but in other - rather philosophical -
aspects as well), so I may consider myself a 'sort of' LM imagining a more
advanced basis then numbers.  In my sci-fi my 'aliens' had direct
thought-transfer in meaning and concept, communication was unfettered from
quantitative aspects. If I accept a 'fundamental' role of 'numbers'
(I still do not know what to understand as such) it is at the - or before -
'geometrical' level, however definitely - as you said - pre-physical. But
consequential - subsequent to the level I used to the formulation of
universes. Generatee, not generator.

John M

PS: Bruno, I submit my ideas to you only to show a different position -  not
to beat yours. To round up' your theory in a discussion with a different
stance.
 If you find it useless, tell me:  I will stop sending them. J


==
On 5/3/07, Bruno Marchal [EMAIL PROTECTED] wrote:


 Le 02-mai-07, à 17:49, John Mikes a écrit :

  One wisdom above all others consists of formulating questions which by
  their wording eliminate the answers. Your question starts:
  What do you mean by ...our...?
  The classic reply: Who is asking? -- It is you and me and all who
  we can consider normal minds to converse with.
  *
  I try to be patient as long as I am around, but cannot take seriously
  a LM that 'knows' everything 'unknowable' and TELLS US all in an
  interview. It is all still in 'our' mind (imagination?)  content.
  Why do you not 'extract' everything at once? Why piecemeal small
  portions of epistemic enrichment? All questions discussed on this and
  any other forum could be answered. Why are we so shy? (Maybe life
  would be intolerably boring knowing all the answers at once?)
  (I got it:
  it is the 'mathematically discernible' gap ...so is it a limitation?

 Yes. But the L machine can see its own limitations. The UD Argument
 explains why we have to expect physics rising from some geometry
 bearing on that limitation.

  and only its 'fears', 'hopes', (=suggestions, fantasies?) we(?) in our
  feeble mind work/content can produce similar unreal ideas.)
  Is the 'mathematical' included to justify the imperfections of a LM?

 Yes.

  - No, I did not really ask that.
  *
  Why did a LM not disclose 'itself' 3000 years ago?

 I guess that happens. There are some relations between so-called
 mystics or inward-looking truth researchers and lobian machine.

  with ALL the answers?

 Certainly not.

  Why still teasing us even now? A Sadist Loebian Machine!
  Does it have 'rules' on 'how much' to disclose in an interview? Who's
  rules? the Allmighty? but that is the LM itself!
  You see, I am confused. (ha ha) good for me.

 I will come back on the interview. I have to answer Mark Geddes'
 question on Tegmark little three-diagram first, and this could help to
 relate the interview and the search for a TOE. Indeed I have to explain
 the many nuances between the notion of computability, provability,
 knowability, observability, etc. All that in the arithmetical frame,
 ... and without being too much technical!  The problem is that those
 nuances *are* technical! I am using technics here because our
 intuitions are misleading.

 Just note this. No Lobian Machine, even sound and ultra-powerful can
 ever be Allmighty. The 

Re: measure problem

2007-05-02 Thread Bruno Marchal
Dear John,

Le 30-avr.-07, à 20:57, John Mikes a écrit :

 mind is (mentality of) the unlimited TOE and its vision(s), while body 
 (the somehow limited contraption including the tool for our thinking - 
 call it brain tissue, physical, digital comp, or - horribile dictu: 
 arithmetical - anyway within our limited mentality) is an aspect 
 (partial) of it.


I asked you this before:  what do you mean by *our* in *our* limited 
mentality?

Do you mean the Hungarians?
The Americans?
The Humans?
The Apes?
The Animals?
The inhabitants of Earth?
The inhabitants of the Solar System?
The inhabitants of the Milky Way galaxy?   (they are so much Milky Way 
Minded, you know!)
or
The sound lobian machines?
The omega-consistent lobian machines?
The consistent lobian machines?
The lobian machines?
...
The lobian entities?
... ?



 Problem: to reach the total from the limitational part - without the 
 possession (understanding) of the missing rest of it.

This is exactly, if I get your point, what I think can be done about 
the lobian entities, which, thanks to the mathematically describable 
gap between what the machine can know and what the machine can hope for 
(of fear for, bet, etc.) it is possible to get some large and testable 
overview of the comp consequences for any TOEs based on the comp hyp. 
Including physical consequences.

Hope this can motivate you for the interview of the L machine (or L 
entity), but be patient, thanks;

Best,

Bruno


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

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Re: measure problem

2007-05-02 Thread John Mikes
One wisdom above all others consists of formulating questions which by their
wording eliminate the answers. Your question starts:
What do you mean by ...our...?
The classic reply: Who is asking? -- It is you and me and all who
*we*can consider normal minds to converse with.
 *
I try to be patient as long as I am around, but cannot take seriously a LM
that 'knows' everything 'unknowable' and TELLS US all in an interview. It is
all still in 'our' mind (imagination?) *content*.
Why do you  not 'extract' everything at once? Why piecemeal small portions
of epistemic enrichment? All questions discussed on this and any other forum
could be answered. Why are we so shy? (Maybe life would be intolerably
boring knowing all the answers at once?)
(I got it:
it is the 'mathematically discernible' gap ...so is it a limitation? and
only its 'fears', 'hopes', (=suggestions, fantasies?) we(?) in our feeble
mind work/content can produce similar unreal ideas.)
Is the 'mathematical' included to justify the imperfections of a LM?
 - No, I did not really ask that.
 *
Why did a LM not disclose 'itself' 3000 years ago? with ALL the answers? Why
still teasing us even now? A Sadist Loebian Machine!
Does it have 'rules' on 'how much' to disclose in an interview? Who's rules?
the Allmighty? but that is the LM itself!
You see, I am confused. (ha ha) good for me.

Wishing you the best

John


On 5/2/07, Bruno Marchal [EMAIL PROTECTED] wrote:

 Dear John,

 Le 30-avr.-07, à 20:57, John Mikes a écrit :

  mind is (mentality of) the unlimited TOE and its vision(s), while body
  (the somehow limited contraption including the tool for our thinking -
  call it brain tissue, physical, digital comp, or - horribile dictu:
  arithmetical - anyway within our limited mentality) is an aspect
  (partial) of it.


 I asked you this before:  what do you mean by *our* in *our* limited
 mentality?

 Do you mean the Hungarians?
 The Americans?
 The Humans?
 The Apes?
 The Animals?
 The inhabitants of Earth?
 The inhabitants of the Solar System?
 The inhabitants of the Milky Way galaxy?   (they are so much Milky Way
 Minded, you know!)
 or
 The sound lobian machines?
 The omega-consistent lobian machines?
 The consistent lobian machines?
 The lobian machines?
 ...
 The lobian entities?
 ... ?



  Problem: to reach the total from the limitational part - without the
  possession (understanding) of the missing rest of it.

 This is exactly, if I get your point, what I think can be done about
 the lobian entities, which, thanks to the mathematically describable
 gap between what the machine can know and what the machine can hope for
 (of fear for, bet, etc.) it is possible to get some large and testable
 overview of the comp consequences for any TOEs based on the comp hyp.
 Including physical consequences.

 Hope this can motivate you for the interview of the L machine (or L
 entity), but be patient, thanks;

 Best,

 Bruno


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

 


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Re: measure problem

2007-04-30 Thread Bruno Marchal


Le 26-avr.-07, à 16:31, Juergen Schmidhuber a écrit :



 Hi Max,

 in this particular universe it's going well, thank you!

 As promised, I had a look at your paper. I think
 it is well written and fun to read. I've got a few comments
 though, mostly on the nature of math vs computation,
 and why Goedel is sexy but not an issue
 when it comes to identifying possible mathematical
 structures / universes / formally describable things.
 I think some of the comments are serious enough to affect
 the conclusions. Some come with quotes from papers in
 http://www.idsia.ch/~juergen/computeruniverse.html
 where several of your main issues are addressed.
 Some are marked by Serious.

 I am making a cc to the everythingers, although it seems
 they are mostly interested in other things now - probably
 nobody is really going to read this tedious response which
 became much longer than I anticipated.




Don't worry, we are used to some long posts in this list. I am not sure 
you follow the list because the other things you are mentioning are 
just the follow up of the search of the theory of everything, except 
that since you leave the list, denying the 1-3 distinction, some years 
ago, most people who continue the discussion now are aware of the 
necessity to take into account that distinction between first and third 
person points of view, and more generally they are aware of the mind 
body problem (or of the 1-person/3-person pov relations). I think most 
of them, except new beginners, have no more any trouble with the first 
person indeterminacy in self-duplication experiments, etc.

I have already made this clear: the hypothesis that there is a physical 
computable universe (physicalist-comp) is just untenable.
Let me recall you the reason: obviously physicalist-comp entails what 
we are calling comp in this list, that is, the hypothesis that we are 
locally emulable by a digital universal machine. I will call it 
indexical comp to insist on the difference. So:

PHYSICALIST-COMP = INDEXICAL-COMP


  Then the Universal Dovetailer Argument shows that comp entails that 
the physical appearances have to be justified *exclusively* by a 
self-duplication like first person (plural) indeterminacy: see the pdf:
http://iridia.ulb.ac.be/~marchal/publications/SANE2004MARCHAL.pdf

The main idea is that INDEXICAL-COMP entails that we don't know which 
computations support our local states, and that they are a continuum of 
computational histories (computations + possible real oracles) going 
through those states. It can be argued that the first person physical 
appearances does emerge from a sum on all those computational 
histories, but only *as seen from those 1-person views*. But this 
entails that apparent physical universe are not necessarily 
computable objects. Actually, indexical comp entails it exists 
exploitable internal indeterminacies. A priori:

INDEXICAL-COMP entails NOT PHYSICALIST-COMP.

It gives to physics a more key role than in Tegmark's idea that the 
physical universe is a mathematical structure of a certain type. Comp 
(indexical comp) relate somehow physics to almost all mathematical 
structures (in a certain sense).


This constitutes the main critic of both your approach and Tegmark's 
one in the search of a TOE.  You still talk like if the mind body 
relation was a one-one relation, when the mind can only be associated 
to infinities of states/worlds. With indexical-comp there is no obvious 
notion of belonging to an universe. This has been discussed many 
times on the list with different people.


And then, once you realize the fundamental importance, assuming comp, 
of keeping distinct the possible views that a machine has to have about 
arithmetical or mathematical reality, and that physics emerges from one 
such points of view, then it is hard not to take into account the fact 
that any universal machine looking inward cannot not discover those 
points of view; indeed  they appear as inevitable modal or intensional 
variant of the godelian provability predicate. This makes Godel's 
theorems (and Lob's generalization, and then Solovay's one) key tools 
for extracting physicalness from number's extensions and their (lobian) 
intensions. And, and this is a major technical point, it makes this 
form of comp testable, by comparing the comp-physics with the empirical 
physics.

Now I have discovered that those modal variant offer a transparent 
arithmetical interpretation of Plotinus hypostases. You are welcome in 
Siena in June where I will present my paper A purely Arithmetical, yet 
empirically falsifiable, Interpretation of Plotinus' Theory of Matter:

http://www.amsta.leeds.ac.uk/~pmt6sbc/cie07.html

I can send you a copy of the paper later for copyright reason. You can 
also consult my preceding paper:
Marchal, B., Theoretical Computer Science  the Natural Sciences, 
Physics of Life Reviews, Elsevier, Vol 2/4 pp 251-289, 2005. Available 
here:

Re: measure problem

2007-04-30 Thread John Mikes
Dear Bruno,

I look at your 'chat' with Max and Juergen with awe: some words do sound
as if representing some meaning to me, too, from my earlier accumulation of
readings.
My idea about your uncertainty of the application of 'comp' (and 'physical')
could be (poorly) worded in your 'logician', Max's 'physicalistic' and
Juergen's '???(maybe arithmetical)? positions, all pertaining to a comp in
our so far developed human sense.
The TOE etc. questions are way beyond that, and we all want to draw
conclusions on them from experience AND methodology acquired within.
'We FORCE conclusions that are not due. The efficient 'comp', serving right
the purpose sought, is 'somewhere' above the numberific etc. simplification
of the features still unknown to us. Both the features and 'that'
comp-quality. ((In meaning computation  e.g.: Concept x function =
idea?where x is not 'arithmetical' multiplying))

I tend to see the mind-body problem on this so far unachieved plane:

mind is (mentality of) the unlimited TOE and its vision(s), while body (the
somehow limited contraption including the tool for our thinking - call it
brain tissue, physical, digital comp, or - horribile dictu: arithmetical -
anyway within our limited mentality) is an aspect (partial) of it. Problem:
to reach the total from the limitational part - without the possession
(understanding) of the missing rest of it.

This is an idea from the outskirts of your discussion, I do not vouch for
it, just stated -
perhaps provides some good. If not, let it fade away.

John M

On 4/30/07, Bruno Marchal [EMAIL PROTECTED] wrote:



 Le 26-avr.-07, à 16:31, Juergen Schmidhuber a écrit :



  Hi Max,
 
  in this particular universe it's going well, thank you!
 
  As promised, I had a look at your paper. I think
  it is well written and fun to read. I've got a few comments
  though, mostly on the nature of math vs computation,
  and why Goedel is sexy but not an issue
  when it comes to identifying possible mathematical
  structures / universes / formally describable things.
  I think some of the comments are serious enough to affect
  the conclusions. Some come with quotes from papers in
  http://www.idsia.ch/~juergen/computeruniverse.htmlhttp://www.idsia.ch/%7Ejuergen/computeruniverse.html
  where several of your main issues are addressed.
  Some are marked by Serious.
 
  I am making a cc to the everythingers, although it seems
  they are mostly interested in other things now - probably
  nobody is really going to read this tedious response which
  became much longer than I anticipated.




 Don't worry, we are used to some long posts in this list. I am not sure
 you follow the list because the other things you are mentioning are
 just the follow up of the search of the theory of everything, except
 that since you leave the list, denying the 1-3 distinction, some years
 ago, most people who continue the discussion now are aware of the
 necessity to take into account that distinction between first and third
 person points of view, and more generally they are aware of the mind
 body problem (or of the 1-person/3-person pov relations). I think most
 of them, except new beginners, have no more any trouble with the first
 person indeterminacy in self-duplication experiments, etc.

 I have already made this clear: the hypothesis that there is a physical
 computable universe (physicalist-comp) is just untenable.
 Let me recall you the reason: obviously physicalist-comp entails what
 we are calling comp in this list, that is, the hypothesis that we are
 locally emulable by a digital universal machine. I will call it
 indexical comp to insist on the difference. So:

 PHYSICALIST-COMP = INDEXICAL-COMP


   Then the Universal Dovetailer Argument shows that comp entails that
 the physical appearances have to be justified *exclusively* by a
 self-duplication like first person (plural) indeterminacy: see the pdf:
 http://iridia.ulb.ac.be/~marchal/publications/SANE2004MARCHAL.pdfhttp://iridia.ulb.ac.be/%7Emarchal/publications/SANE2004MARCHAL.pdf

 The main idea is that INDEXICAL-COMP entails that we don't know which
 computations support our local states, and that they are a continuum of
 computational histories (computations + possible real oracles) going
 through those states. It can be argued that the first person physical
 appearances does emerge from a sum on all those computational
 histories, but only *as seen from those 1-person views*. But this
 entails that apparent physical universe are not necessarily
 computable objects. Actually, indexical comp entails it exists
 exploitable internal indeterminacies. A priori:

 INDEXICAL-COMP entails NOT PHYSICALIST-COMP.

 It gives to physics a more key role than in Tegmark's idea that the
 physical universe is a mathematical structure of a certain type. Comp
 (indexical comp) relate somehow physics to almost all mathematical
 structures (in a certain sense).


 This constitutes the main critic of both your approach and Tegmark's
 

Re: measure problem

2007-04-26 Thread Juergen Schmidhuber
Hi Max,

in this particular universe it's going well, thank you!

As promised, I had a look at your paper. I think
it is well written and fun to read. I've got a few comments
though, mostly on the nature of math vs computation,
and why Goedel is sexy but not an issue
when it comes to identifying possible mathematical
structures / universes / formally describable things.
I think some of the comments are serious enough to affect
the conclusions. Some come with quotes from papers in
http://www.idsia.ch/~juergen/computeruniverse.html
where several of your main issues are addressed.
Some are marked by Serious.

I am making a cc to the everythingers, although it seems
they are mostly interested in other things now - probably
nobody is really going to read this tedious response which
became much longer than I anticipated.

1. An abstract baggage-free mathematical structure
does not exist any more than a baggage-free
computer - the particular axiomatic system you choose
is like the set of primitive instructions of the computer
you choose. Not very serious, since for general computers
and general axiomatic systems there are invariance theorems:
changing the baggage often does not change a lot, so to speak.
But it should be mentioned.

2. p 11: you say that data sampled from Gaussian random variables
is incompressible - NOT true - give short codes to probable events
(close to the mean), long codes to rare events (Huffman
coding).

3. same sentence: how to test what inflation predicts?
How to test whether the big bang seed was really random,
not pseudo-random? The second million bits of pi look
random but are not. We should search for short programs
compressing the apparent randomness:
http://www.idsia.ch/~juergen/randomness.html

4. p 15: Mathematical structure (MS)
  just exists. Is that so? Others will look at
your symbols and say they are  just heaps of chalk
on a blackboard, and you need a complex,
wet pattern recognition system to interpret them.
Here's where beliefs enter...

5. p 18: mathematical structures, formal systems and
computations are aspects of one underlying
transcendent structure whose nature we don't fully understand
But we do! I'd say there are NO serious open problems with
your figure 5 - formal systems vs math vs computation
is a well-explored field. More about this below.
The 2000 paper (your nr 17) exploits
this understanding; it turns out the most convenient way to deal
with the measure problem is the computer science way (right
hand corner of your figure 5).
As I wrote in the 2000 paper:
http://arxiv.org/abs/quant-ph/0011122
The algorithmic approach, however, offers several conceptual 
advantages: (1) It provides the appropriate framework for issues of 
information-theoretic complexity traditionally ignored in pure 
mathematics, and imposes natural complexity-based orderings on the 
possible universes and subsets thereof. (2) It taps into a rich source 
of theoretical insights on computable probability distributions 
relevant for establishing priors on possible universes. Such priors are 
needed for making probabilistic predictions concerning our own 
particular universe. Although Tegmark suggests that ``... all 
mathematical structures are a priori given equal statistical weight'' 
[#!Tegmark:98!#](p. 27), there is no way of assigning equal 
nonvanishing probability to all (infinitely many) mathematical 
structures. Hence we really need something like the complexity-based 
weightings discussed in [#!Schmidhuber:97brauer!#] and especially the 
paper at hand. (3) The algorithmic approach is the obvious framework 
for questions of temporal complexity such as those discussed in this 
paper, e.g., ``what is the most efficient way of simulating all 
universes?''

6. Serious: run the sim, or just describe its program?
Are you sure you know what you want to say here?
What's the precise difference between program bitstrings
and output bitstrings? The bitstrings generated by the programs (the
descriptions) are just alternative descriptions of
the universes, possibly less compact ones. You as
an external observer may need yet another program
that translates the output bits (typically a less compressed
description) into video or something, to obtain the
description your eyes want.
Note that the 2000 paper and the 2002
journal variant don't really care for time
evolution, just for descriptions - within
the bitstrings maybe there is an observer
who thinks he knows what's time, but
to the outsider his concept of
time may be irrelevant. (Unlike the
1997 paper, the 2000/2002 papers do not focus on a
one to one mapping between physical
and computational time steps, otherwise we'd
miss all the universes where the concept
of time is irrelevant.) Here's what I wrote at  the end:
After all, algorithmic theories of the describable do
encompass everything we will ever be able to talk
and write about. Other things are simply beyond description.

7. Serious:  p 18 CUH: what's your def
of computable? You mean