Re: Neurobiologists Find that Weak Electrical Fields in the Brain Help Neurons Fire Together

2011-02-06 Thread Colin Hales

Hi Russel & Gang,

I just sent this around to an internal email group 
===
Hi,
It occurred to me that the latest empirical evidence surrounding brain 
endogenous fields (the subject of my PhD thesis)
may be of general interest to the group. The actual science (and 
supplementary material) is here:


*Anastassiou, C. A., Perin, R., Markram, H. and Koch, C. 'Ephaptic 
Coupling of Cortical Neurons'

Nature Neuroscience vol. 14, no. 2, 2011. 217-223.
*
The result has also been summarized at physorg here

"Neurobiologists find that weak electrical fields in the brain help 
neurons fire together"
http://www.physorg.com/news/2011-02-neurobiologists-weak-electrical-fields-brain.html 



I'd like to encourage everyone to consider that the role of fields is 
likely to impact neural modelling in due course. The little capacitor in 
the Hodgkin Huxley model is going to get a lot of attention!


Meanwhile, the context of my PhD is one of supplying the mechanism. The 
empirical work reveals the phenomenon. The researchers involved have no 
mechanism. It is, formally, a mystery. In my PhD I have described the 
most plausible  mechanism - ion-channel fields - for the action 
potential component only. I am setting out at the moment to add the 
chemical synapse component and electrical synapse (gap-junction) 
components. Hopefully I'll get a chance to actually demonstrate how the 
fields involve themselves in the variability in firing synchrony (as a 
separate feedback mechanism).


If you want to be able to communicate the effect, the buzzword (which I 
don't like!) is 'ephaptic coupling'. It is also interesting to note that 
the scientist behind the 'Blue Brain' project (Markram) has teamed up 
with one of the worlds heavy hitters in the realm of  the neurobiology 
of consciousness (Koch).


cheers
colin hales
===

In my PhD I it took >150,000 hours of supercomputing to show that the EM 
fields have a whole degree of freedom not in existing neural modelling. 
The exact same action potential firing can result in an infinity of 
different local field potentials and these are not merely the result of 
chemical synapses. Action potentials and electrical synapses contribute 
their component. I have provided the ultimate mechanism for the fields 
(electric AND magnetic).


The empirical work mentioned above is the 'icing on the cake'. It shows 
empirically that the fields themselves self-impact the neural processes 
and alter the firing dynamics in radical ways at microscopic levels 
within the tissue. The days of the fields as epiphenomena are over. The 
view my work supports is one where the EM fields and the action 
potentials act in a sort of longitudinal/transverse quadrature 
resonance, two axes mutually altering each other. The mutual interaction 
does not require large fields ...1v/m will do at the membrane level. 
These fields have a radical effect on action potential _phase_ and 
thereby impact whole-tissue field coherence from the single neuron level 
up. If you plot the field due to a single neuron action potential it 
beams and dwells and rotates like an active phased array antenna. Baths 
itself and its neighbours within 1mm with a highly controlled, directed 
beam effect.


"Ephaptic coupling" is the effect...for some reason biosciences think 
their EM is different! :-) We all know it as simple EM coupling.  


Pretty cool huh? Change is afoot.

cheers
colin



Russell Standish wrote:

Neurobiologists Find that Weak Electrical Fields in the Brain Help
Neurons Fire Together

http://media.caltech.edu/press_releases/13401

Reminds me of what Colin says he is doing...

Cheers

  


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Re: Are our brains in that VAT? Yep.

2011-02-06 Thread Stathis Papaioannou
On Mon, Feb 7, 2011 at 8:53 AM, John Mikes  wrote:
> Stathis,
> "upload the human brain?"
>
> I suppose (and hope) you are talking about the wider meaning of "brain", not
> the physiological tissue (fless) figment the 2002 medical science tackles
> with in our crania. THAT extended brain which is ready to monitor (report?)
> unexpect(able)ed mental functions, as I wrote: e.g. the difference in
> meaning between "I missed you yesterday" vs. "I hate broccoli".
> Not just mAmp-s and tissue-encephalograms.
> We know so little about our (extendable?) mental functions, every second may
> bring novelty into it, so where would you draw the line for the 'upload'? at
> yesterday's inventory?

Imagine that you are an alien scientist who encounters humans for the
first time and you don't realise that they have minds. You do,
however, notice that the humans behave in complex ways, and that their
behaviour seems to be controlled by electrical impulses originating in
the brain. So you set yourself the task of making a computer model of
the matter in the brain, using your advanced scanning techniques to
determine its precise composition, and your advanced knowledge of
computational chemistry. That model programmed into a computer is
called a brain upload. You can run it and predict what the human would
do in various situations: if you poked him with a sharp stick, if you
asked him a certain question, if you withheld food from him for a
certain period. You would run the model and do the experiment in the
real human to see if they match up. If they don't, then there is a
problem with your model, and you have to examine the brain more
closely or do more research into computational chemistry to rectify
it.


-- 
Stathis Papaioannou

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Re: Observers and Church/Turing

2011-02-06 Thread Andrew Soltau

Hi Bruno

I will attempt to define the terms in a manner satisfactory to both of 
us, and maybe we will understand each other this way.


CTM Computational Theory of Mind is the concept that "the mind literally 
is a digital computer ... and that thought literally is a kind of 
computation."

from
http://plato.stanford.edu/entries/computational-mind/
I understand your steps one to seven to be making this point.

I have no difficulty with this point.

This is what seems straightforward to me.

Thought is a computation. OK.

Experiential reality is a computation. OK.


New Point


Chalmers defines a 'Computational Hypothesis'
The Computational Hypothesis says that "physics as we know it is not the 
fundamental

level of reality."
and
"Just as chemical processes underlie biological processes, and microphysical
processes underlie chemical processes, something underlies microphysical 
processes.
Underneath the level of quarks, electrons, and photons is a further 
level: the level of bits.
These bits are governed by a computational algorithm, which at a higher 
level produces the

processes that we think of as fundamental particles, forces, and so on."

This is what you claim to have established around point 7 in your paper. 
I do not follow the step from CTM to a Computational Hypothesis. (no, 
your last explanation did not help)


Andrew


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Neurobiologists Find that Weak Electrical Fields in the Brain Help Neurons Fire Together

2011-02-06 Thread Russell Standish
Neurobiologists Find that Weak Electrical Fields in the Brain Help
Neurons Fire Together

http://media.caltech.edu/press_releases/13401

Reminds me of what Colin says he is doing...

Cheers

-- 


Prof Russell Standish  Phone 0425 253119 (mobile)
Mathematics  
UNSW SYDNEY 2052 hpco...@hpcoders.com.au
Australiahttp://www.hpcoders.com.au


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Re: Observers and Church/Turing

2011-02-06 Thread 1Z


On Feb 6, 5:30 pm, Bruno Marchal  wrote:
> On 06 Feb 2011, at 16:30, 1Z wrote:
>
>
>
>
>
> > On Feb 6, 8:51 am, Bruno Marchal  wrote:
> >> On 06 Feb 2011, at 01:02, 1Z wrote:
>
> >>> On Feb 5, 8:44 pm, Quentin Anciaux  wrote:
>
>  That's my point, COMP does not add more white rabbits from this  
>  pov.
>
> >>> I dare say. But the Mathematical Multiverses do add a lot more WRs
> >>> than
> >>> physical multiverses.
>
> >> Prove this.
>
> > It's already stated by Tegmark. Further proof is given by the
> > fact that physics uses only a subset of mathematics.
>
> Tegmark is right on third person mathematicalism. I did show before  
> that if you assume comp you don't need more than arithmeticalism.



> good thing because "mathematical" is harder to define than  
> arithmeticalism. Note that mathematicalism subsumes the ontology of  
> arithmeticalism. But Tegmark doesn't take into account neither the  
> first person indeterminacy (local or global), nor a theory of mind  
> (which in case of comp it is easy, given that it is computer science  
> and computer's computer science, ...)
>
>
>
> >> Once you take into account the relative points of view (of the
> >> machines, by using the self-reference logic for example
>
> > Prove that.
>
> Sorry. I don't have to do that. I am the one translating a problem  
> (the mind-body problem) into a body problem in computer science or in  
> arithmetic.
> If you believe that comp leads to WR, show them to me,

I  believe that a level IV multiverse leads to WRs and you haven't
explained
how comp solves the problem.

> and justify  
> your measure choice.

I already have

There are more physically incoherent universes than coherent ones.
and there are many more that are mostly incoherent than those
that are coherent, and there are many more that contain a little
coherent
me in a see of incoherence than there are that are wholly coherent.

Beyond that, I don;t need any special measure: that's a hoop
that those who are seeking to solve the WR problem need to jump
through

> Which is truly an open problem at the least.
> And then I show that by taking the points of view of the self-
> referentially correct machine into account (which is perhaps just an  
> elementary politesse) we have to take into account a catalog of points  
> of views to just formulate the problem.
>
> Bruno
>
>
>
>
>
> >> ) this is
> >> already refuted. Mathematical reality kicks back.
>
> >> Bruno
>
> >>http://iridia.ulb.ac.be/~marchal/
>
> > --
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>
> http://iridia.ulb.ac.be/~marchal/

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Re: Are our brains in that VAT? Yep.

2011-02-06 Thread John Mikes
Stathis,
"upload the human brain?"

I suppose (and hope) you are talking about the wider meaning of "brain", not
the physiological tissue (fless) figment the 2002 medical science tackles
with in our crania. THAT extended brain which is ready to monitor (report?)
unexpect(able)ed mental functions, as I wrote: e.g. the difference in
meaning between "I missed you yesterday" vs. "I hate broccoli".
Not just mAmp-s and tissue-encephalograms.
We know so little about our (extendable?) mental functions, every second may
bring novelty into it, so where would you draw the line for the 'upload'? at
yesterday's inventory?

Then again your statement
*"...I don't accept that computers cannot have the same qualia as brains..."
*
makes sense to me if we postulate that THOSE computers MUST HAVE the same
qualia.
Unknown ones, undetected ones, but ALL OF THEM.
I find this condition beyond reason.

Or would you restrict our science to yesterday?

John M


On Sat, Feb 5, 2011 at 4:19 AM, Stathis Papaioannou wrote:

> On Sat, Feb 5, 2011 at 12:27 PM, Colin Hales
>  wrote:
>
> >  I think perhaps the key to this can be seen in your requirement...
> >
> > " Doing this is equivalent to constructing a human level AI, since the
> > simulation could be given information and would respond just as a human
> > would given the same information."
> >
> > I would say this is not a circumstance that exemplified human level
> > intellect. Consider a human encounter with something totally unknown but
> > human and AI. Who is there to provide 'information'? If the machine is
> like
> > a human it shouldn't need someone there to spoon feed it answers. We let
> the
> > AGI loose to encounter something neither human nor AGI has encountered
> > before. That is a real AGI. The AGI can't "be given" the answers. You may
> be
> > able to provide a software model of how to handle novelty. This requires
> a
> > designers to say, in software, "everything you don't know is to be known
> > like this ". This, however, is not AGI (human). It is merely AI. It
> may
> > suffice for a planetary rover with a roughly known domain of unknowns of
> a
> > certain kind. But when it encounters a cylon that rips it widgets off it
> > won't be able to characterize it like a human does. Such behaviour is not
> an
> > instance of a human encounter with the unknown.
>
> I am considering a special type of AI, an upload of a human brain. A
> "bottom up" AI, if you like. SPICE allows you to simulate a complex
> circuit by adding together simpler components. You can construct a
> simulated amplifier out of simulated transistors, resistors,
> capacitors etc., then input a simulated signal, and observe the
> simulated output. You construct an uploaded brain out of simulated
> neurons, input a simulated signal to simulated sense organs, and
> observe the simulated output to simulated muscles. The input signal
> could be a question and the output signal couldbe verbal output in
> response to the question. If the SPICE model is a good one its output
> would be the same as the output of a real circuit given the same
> input. If the brain upload model is a good one its response to
> questions would be the same as the responses of a biological brain.
> For example, you could tell it the result of experiments, it would
> come up with a hypothesis, propose further experiments for you to do,
> then modify the hypothesis depending on the result of those
> experiments. There is no specific novelty-handling model: the upload
> is merely an accurate model of brain behaviour, and the
> novelty-handling emerges from this. The analogy is that the SPICE
> software does not have a specific model for what to when the input is
> sine wave, what to do when the input is a square wave, and so on, but
> rather the appropriate output is produced for any input given just the
> models of the components and their connections.
>
> > Humans literally encounter the unknown in our qualia - an intracranial
> > phenomenon. Qualia are the observation. We don't encounter the unknown in
> > the single or collective behaviour of our peripheral nerve activity.
> Instead
> > we get a unified assembly of perceptual fields erected intra-cranially
> from
> > the peripheral feeds, within which the actual distal world is faithfully
> > represented well enough to do science.
> >
> > These perceptual fields are not always perfect. The perceptual fields can
> be
> > fooled. You can perhaps say that a software-black-box-scientist could
> guess
> > (Bayesian stabs in the dark). But those stabs in the dark are guesses at
> (a)
> > how the peripheral siganlling measurement activity will behave, or
> perhaps
> > (b) a guess at the contents of a human-model-derived software
> representation
> > of the external world. Neither (a) or (b) can be guaranteed identical to
> the
> > human qualia version of the the external distal world _in a situation of
> > encounter with radical novelty (that a human AI designer has never
> > enco

Re: Maudlin & How many times does COMP have to be false before its false?

2011-02-06 Thread 1Z


On Feb 6, 6:45 pm, Bruno Marchal  wrote:
> On 06 Feb 2011, at 16:37, 1Z wrote:
>
>
>
>
>
> > On Feb 5, 7:43 pm, Bruno Marchal  wrote:
> >> On 05 Feb 2011, at 14:14, 1Z wrote:
>
> >>> On Feb 4, 4:52 pm, Bruno Marchal  wrote:
>  On 04 Feb 2011, at 13:45, David Nyman wrote:
>
>  I am saying that IF comp is true, then the laws of physics are
>  derivable/emerging on the computations, in the limit defined by the
>  first person indeterminacy.
>  So, for someone who want comp false, it has to hope the 'observed
>  physics' is different from the comp extracted physics.
>
> >>> They don't have to do that, because they can resist the conclusion  
> >>> by
> >>> refuting AR (qua Platonism) or MGA
>
> >> Computationalism needs Church thesis which needs AR (Arithmetical
> >> Realism).
>
> > Nope, just AT (arithmetic truth).
>
> Actually, comp needs only, for the ontology, the quite tiny complete  
> Sigma_1 truth.

As I have stated many times, it doesn;t matter in the least
how many or few immaterial objects you attribute existence to.
It's like saying pixies exist, but only a few

> Please don't put metaphysics where there is only  
> religion

Believing in what is not proven is religion. I can
argue for anti realism.

> (saying yes to the admittedly betting doctor).

Saying yes to the doctor will not guarantee your
immaterial existence if there is no immaterial existence.

AR/Platonism is a separate assumption to yes Dr.

 it is math, indeed, even (full, above Sigma_1 arithmetic.
> Arithmetical realism is what you need to apply the excluded middle in  
> computer science and in arithmetic.

The excluded middle is a much of  a formal rule as
anthing else. Formalists can apply it, so it is compatible
with anti realism.

>To understand the fundamental  
> consequences of Church thesis you need to accept that some program  
> computes function despite we have no means to know if it is total or  
> partial, or that a program will stop or not.

And I can accept that by positing LEM as a formal rule. I don;t
have to posit an immaterial Plato's heaven

> Only ultrafinitist denies AR.

Wrong. Anti realists deny it. I have pointed this out many
times. You think the only debate is about the minimal
set of mathematical objects, and that is not the only debate. Anti
realists
can accept a maximal set of objects, with the proviso that their
existence is fictive and not real existence

> AR+, the idea that we don't need more than AR, in this setting, is a  
> consequence of the math. From 'outside' the tiny effective universal  
> sigma_1 complete set is enough. from inside, even mathematicalism is  
> not enough (it is more 'theologicalism').
>
> > The ontological status of
> > mathematical
> > objects is a area of contention in metaphysics, and not
> > straightforwardly
> > proven  by mathematics itself.
>
> With comp, you don't need more than the part on which almost everybody  
> agrees: arithmetical realism.

Anti realists do not agee on the real existence of any
part. There are no pixies at all, not just a few pixies.

>The engineers, the scientists, most  
> philosophers.
> Except for Thorgny Tholerus I never met an ultrafinitist. You don't  
> have to decide if numbers are idea of the mind or sort of angel in  
> Plato Heaven. With comp the very idea of number will itself be a  
> number, a sort of second order number, relative to universes  
> (universal numbers).

ULtrafinitism has nothing to do with it. For formalists
no number exists. They have no prejudice about any kind,

> >http://en.wikipedia.org/wiki/Philosophy_of_mathematics
>
> >> And you cannot refute an argument by anticipating a refutation. So if
> >> you have a refutation of MGA you should present it.
>
> > See Colin Klein;s refutation of Maudlin's Olympia.
>
> We have already discussed this and Colin Klein does not touch the  
> movie graph argument.

Then you had better stop saying the MGA and Olympia are equivalent

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Re: Maudlin & How many times does COMP have to be false before its false?

2011-02-06 Thread Bruno Marchal


On 06 Feb 2011, at 16:37, 1Z wrote:




On Feb 5, 7:43 pm, Bruno Marchal  wrote:

On 05 Feb 2011, at 14:14, 1Z wrote:




On Feb 4, 4:52 pm, Bruno Marchal  wrote:

On 04 Feb 2011, at 13:45, David Nyman wrote:



I am saying that IF comp is true, then the laws of physics are
derivable/emerging on the computations, in the limit defined by the
first person indeterminacy.
So, for someone who want comp false, it has to hope the 'observed
physics' is different from the comp extracted physics.


They don't have to do that, because they can resist the conclusion  
by

refuting AR (qua Platonism) or MGA


Computationalism needs Church thesis which needs AR (Arithmetical
Realism).


Nope, just AT (arithmetic truth).


Actually, comp needs only, for the ontology, the quite tiny complete  
Sigma_1 truth. Please don't put metaphysics where there is only  
religion (saying yes to the admittedly betting doctor). And with comp,  
it is math, indeed, even (full, above Sigma_1 arithmetic.
Arithmetical realism is what you need to apply the excluded middle in  
computer science and in arithmetic. To understand the fundamental  
consequences of Church thesis you need to accept that some program  
computes function despite we have no means to know if it is total or  
partial, or that a program will stop or not.


Only ultrafinitist denies AR.
AR+, the idea that we don't need more than AR, in this setting, is a  
consequence of the math. From 'outside' the tiny effective universal  
sigma_1 complete set is enough. from inside, even mathematicalism is  
not enough (it is more 'theologicalism').



The ontological status of
mathematical
objects is a area of contention in metaphysics, and not
straightforwardly
proven  by mathematics itself.



With comp, you don't need more than the part on which almost everybody  
agrees: arithmetical realism. The engineers, the scientists, most  
philosophers.
Except for Thorgny Tholerus I never met an ultrafinitist. You don't  
have to decide if numbers are idea of the mind or sort of angel in  
Plato Heaven. With comp the very idea of number will itself be a  
number, a sort of second order number, relative to universes  
(universal numbers).






http://en.wikipedia.org/wiki/Philosophy_of_mathematics


And you cannot refute an argument by anticipating a refutation. So if
you have a refutation of MGA you should present it.


See Colin Klein;s refutation of Maudlin's Olympia.


We have already discussed this and Colin Klein does not touch the  
movie graph argument. For now, I have not the time to evaluate if it  
really refutes Maudlin.


(re)read the MGA posts and tell me how you solve the problem (without  
introducing non turing emulable magic in disguise).


I am just translating the mind body problem in a language that a  
universal number can understand, and then this leads to the body  
problem, or the WR problem.


We are just at the beginning of the formulation of the problem. yet,  
there is that radical idea that physics can be reduced to a part of  
universal number self-reflexion. Given that the mind body problem is  
not yet solved it seems obvious it is premature to say that science  
has decided between Plato and Aristotle.


UDA is: comp entails a body-appearance problem.
AUDA is: "Indeed. said the universal machine". But then it is a  
mathematical problem, and the universal machine, the Löbian one, can  
already provide a tiny modest hint to the quantum and the quale. The 1- 
comp white rabbits disappear by a similar process than the first  
person plural quantum rabbits, a sort of phase randomization.


It is not my task to exhibit "anti-WR". I just show that IF comp is  
kept true, then there are "anti-WR", and let us search them, and if  
there are none, we can abandon comp, of course.


You talk like if it was obvious that there is an irretrievable first  
person WR avalanche for a number/machine which experiences are  
distributed in a continuum of computational sequences (arithmetical  
relations). I just show that computer science makes this a non trivial  
(body appearance) problem at all, beyond the problem to define belief,  
knowledge, observability and sensibility in arithmetical or near  
arithmetical (for the non definable) one. AUDA is comp + classical  
theory of knowledge.


Bruno





I could say that Fermat theorem is false, because in one billion  
years

someone will eventually find a flaw in Wiles' proof!

Bruno

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


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Re: Observers and Church/Turing

2011-02-06 Thread Bruno Marchal


On 06 Feb 2011, at 16:30, 1Z wrote:




On Feb 6, 8:51 am, Bruno Marchal  wrote:

On 06 Feb 2011, at 01:02, 1Z wrote:




On Feb 5, 8:44 pm, Quentin Anciaux  wrote:


That's my point, COMP does not add more white rabbits from this  
pov.



I dare say. But the Mathematical Multiverses do add a lot more WRs
than
physical multiverses.


Prove this.


It's already stated by Tegmark. Further proof is given by the
fact that physics uses only a subset of mathematics.


Tegmark is right on third person mathematicalism. I did show before  
that if you assume comp you don't need more than arithmeticalism. A  
good thing because "mathematical" is harder to define than  
arithmeticalism. Note that mathematicalism subsumes the ontology of  
arithmeticalism. But Tegmark doesn't take into account neither the  
first person indeterminacy (local or global), nor a theory of mind  
(which in case of comp it is easy, given that it is computer science  
and computer's computer science, ...)







Once you take into account the relative points of view (of the
machines, by using the self-reference logic for example


Prove that.


Sorry. I don't have to do that. I am the one translating a problem  
(the mind-body problem) into a body problem in computer science or in  
arithmetic.
If you believe that comp leads to WR, show them to me, and justify  
your measure choice. Which is truly an open problem at the least.
And then I show that by taking the points of view of the self- 
referentially correct machine into account (which is perhaps just an  
elementary politesse) we have to take into account a catalog of points  
of views to just formulate the problem.


Bruno





) this is
already refuted. Mathematical reality kicks back.

Bruno

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


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Re: Observers and Church/Turing

2011-02-06 Thread Bruno Marchal


On 06 Feb 2011, at 12:26, Andrew Soltau wrote:


On 06/02/11 08:51, Bruno Marchal wrote:


On 06 Feb 2011, at 01:02, 1Z wrote:




On Feb 5, 8:44 pm, Quentin Anciaux  wrote:



That's my point, COMP does not add more white rabbits from this  
pov.


I dare say. But the Mathematical Multiverses do add a lot more WRs
than
physical multiverses.


Prove this.
Once you take into account the relative points of view (of the  
machines, by using the self-reference logic for example) this is  
already refuted. Mathematical reality kicks back.


Bruno


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




Hi Bruno

How do you define the relative point of view?


Do you know Gödel's provability predicate? The points of view are  
defined by intensional variants of the current provability predicate  
of the machine with or without some oracle. There are 8 basic points  
of view p (truth), Bp (provability/believability), Bp & p  
(knowability), Bp & Dp (observability), Bp & Dp & p (sensibility/ 
feelability). Three of them inherits the G/G* splitting, making a  
total of 8. It is really 4 + 4*infinity, because the 'material points  
of view' (with Dp) admits themselves graded variants.


But this is in AUDA, and we have not finished the UDA (+MGA)  
discussion. Have you understand the step 7? Did my last explanations  
helped?


Take your time, my next week will be rather busy.

Bruno


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



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Re: Maudlin & How many times does COMP have to be false before its false?

2011-02-06 Thread 1Z


On Feb 5, 7:43 pm, Bruno Marchal  wrote:
> On 05 Feb 2011, at 14:14, 1Z wrote:
>
>
>
> > On Feb 4, 4:52 pm, Bruno Marchal  wrote:
> >> On 04 Feb 2011, at 13:45, David Nyman wrote:
>
> >> I am saying that IF comp is true, then the laws of physics are
> >> derivable/emerging on the computations, in the limit defined by the
> >> first person indeterminacy.
> >> So, for someone who want comp false, it has to hope the 'observed
> >> physics' is different from the comp extracted physics.
>
> > They don't have to do that, because they can resist the conclusion by
> > refuting AR (qua Platonism) or MGA
>
> Computationalism needs Church thesis which needs AR (Arithmetical  
> Realism).

Nope, just AT (arithmetic truth). The ontological status of
mathematical
objects is a area of contention in metaphysics, and not
straightforwardly
proven  by mathematics itself.

http://en.wikipedia.org/wiki/Philosophy_of_mathematics

> And you cannot refute an argument by anticipating a refutation. So if  
> you have a refutation of MGA you should present it.

See Colin Klein;s refutation of Maudlin's Olympia.

> I could say that Fermat theorem is false, because in one billion years  
> someone will eventually find a flaw in Wiles' proof!
>
> Bruno
>
> http://iridia.ulb.ac.be/~marchal/

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Re: Observers and Church/Turing

2011-02-06 Thread 1Z


On Feb 6, 8:51 am, Bruno Marchal  wrote:
> On 06 Feb 2011, at 01:02, 1Z wrote:
>
>
>
> > On Feb 5, 8:44 pm, Quentin Anciaux  wrote:
>
> >> That's my point, COMP does not add more white rabbits from this pov.
>
> > I dare say. But the Mathematical Multiverses do add a lot more WRs
> > than
> > physical multiverses.
>
> Prove this.

It's already stated by Tegmark. Further proof is given by the
fact that physics uses only a subset of mathematics.

> Once you take into account the relative points of view (of the  
> machines, by using the self-reference logic for example

Prove that.

>) this is  
> already refuted. Mathematical reality kicks back.
>
> Bruno
>
> http://iridia.ulb.ac.be/~marchal/

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Re: Observers and Church/Turing

2011-02-06 Thread Andrew Soltau

On 06/02/11 08:51, Bruno Marchal wrote:


On 06 Feb 2011, at 01:02, 1Z wrote:




On Feb 5, 8:44 pm, Quentin Anciaux  wrote:



That's my point, COMP does not add more white rabbits from this pov.


I dare say. But the Mathematical Multiverses do add a lot more WRs
than
physical multiverses.


Prove this.
Once you take into account the relative points of view (of the 
machines, by using the self-reference logic for example) this is 
already refuted. Mathematical reality kicks back.


Bruno


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




Hi Bruno

How do you define the relative point of view?

Andrew

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Re: Observers and Church/Turing

2011-02-06 Thread Bruno Marchal


On 06 Feb 2011, at 01:02, 1Z wrote:




On Feb 5, 8:44 pm, Quentin Anciaux  wrote:



That's my point, COMP does not add more white rabbits from this pov.


I dare say. But the Mathematical Multiverses do add a lot more WRs
than
physical multiverses.


Prove this.
Once you take into account the relative points of view (of the  
machines, by using the self-reference logic for example) this is  
already refuted. Mathematical reality kicks back.


Bruno


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



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