On Tue, Jun 14, 2016 at 7:09 PM, Bruno Marchal <[email protected]> wrote:
>
> On 14 Jun 2016, at 16:19, Telmo Menezes wrote:
>
>> On Mon, Jun 13, 2016 at 3:22 AM, Bruce Kellett
>> <[email protected]> wrote:
>>>
>>> On 13/06/2016 7:12 am, Brent Meeker wrote:
>>>
>>> On 6/12/2016 10:27 AM, Bruno Marchal wrote:
>>>
>>> William S. Cooper, "The Origin of Reason" makes an argument that
>>> mathematics
>>> is a way of brains thinking about things that was found by evolution,
>>> just
>>> like mobility, metabolism, reproduction,...and a lot of other functions.
>>> Bruno doesn't like that story though because it means mathematics only
>>> exists as instantiated in brains.
>>>
>>>
>>> It is not a question of liking this or not. It is just that Cooper, and
>>> many
>>> contemporaries, assumed some physical universe, and that this assumption
>>> put
>>> the mind-body problem under the rug. It is like saying God made it. They
>>> don't push enough their own Darwinian logic.
>>>
>>>
>>> That's begging the question.  You assume arithmetic; which sweeps the
>>> mind-body problem under the rug by making the "body" part hard. Everybody
>>> starts by assuming something.  Assuming physics and providing an
>>> evolution
>>> based account of the development of mind and minds development of
>>> arithmetic
>>> is just as legitimate as starting with arithmetic and trying to derive
>>> matter and mind.
>>>
>>>
>>> Assuming arithmetic does not even account for mind, much less account for
>>> matter. Saying that consciousness is a computation is empty until one
>>> specifies precisely what form of computation.
>>
>>
>> It might be that all computations are conscious -- but with much
>> different contents, of course. I feel some inclination towards this
>> hypothesis.
>
>
> I would express this differently. Only persons are conscious (and no problem
> seeing a person already in a spider). But persons are the result of comples
> dynamical state relative to the state of some others universal machines
> (from the physical laws to your parents, the boss, etc.).
>
> The first person is not associated to one computation, but to an infinity of
> them, emerging from a non trivial structure (eventually the sigma_1
> sentences (with or without oracle) structured by the modalities of
> self-reference (which exists and are variate due to incompleteness).
>
> Computation is still a third person describable object (assuming
> Church-Turing). But consciousness is a first person thing, and no machine
> can equate it with any thing third person describable.
>
> I think you know this and made a periphrase, this is for the possible
> benefits of others.

Yes. The point of my crude simplification was to argue that, in the
extreme, computationalism creates no more of a mystery about
consciousness than physicalism. My point to Bruce is that insists on
wanting things that are not compatible with each other -- from my
amateurish understanding of theoretical physics, this happens in other
areas of science: you can choose weirdness A or weirdness B, but you
cannot get rid of all weirdness.

In my view you cannot want "scientific realism" and also ignore that
the brain really looks like a computer. But then you cannot ignore the
consequences of the UDA. All this independently of what consciousness
is, I would say. But maybe you also disagree.

>
>
>
>>
>>> And why that form of
>>> computation rather than some other? I don't see that computationalism
>>> actually solves anything -- the problems it leaves unanswered are every
>>> bit
>>> as difficult as the problems one started with.
>>
>>
>> But computationalism is the default position of modern science.
>
>
> I agree. Computationalism is almost accepting that brains does not work by
> magic (infinities, substancial angel).
>
>
>
>> The
>> brain is a neural network, the neural network is equivalent to a
>> Turing Machine and it is running a program, and this is what mind is
>> somehow. Non-computationalism seems to require some form of duality,
>> appeal to a soul and so on.
>
>
> It appeal to some non computable things, without ever making it precise.
>
> And after Gödel+Turing (say), we know that machines are already confronted
> to the non computable, even just by looking at themselves.
>
> I think that is why Diderot define rationalism by Descartes' mechanism.
> Non-mechanism is like substituting ignorance for knowledge and forgetting to
> add the interrogation mark. But, the more we study computationalism, the
> more also we will understand the shape of possible non computationalist
> theories, end eventually we can expect to see what match better the facts.
>
>
>
>>
>> I don't find that computationalism was created to "solve anything". It
>> is just the most obvious interpretation of a variety of empirical
>> observations across fields: neuroscience, biology, chemistry, computer
>> science.
>
>
> Yes, and it is a lantern where we can search the keys. In particular
> computationalism, that is Digital (Descarte's) Mechanism, thank to Church
> Thesis, makes the field purely mathematical.
>
>
>
>>
>>> At least with scientific
>>> realism, one has the objective external world to underpin one's
>>> experience:
>>> i.e., one knows that it works, even if one is not quite sure how.
>>
>>
>> Again, computationalism is the position of scientific realism. But
>> Bruno's work (unless you mange to refute it) shows that
>> computationalism is not compatible with the sort of objective external
>> world that you like. So you have to choose one or the other.
>>
>> I do agree with you that, as far as I can tell, consciousness remains
>> a mystery in Bruno's model.
>
>
> In deeply disagree on this, and this means you have to work a bit more.
>
> Let me explain shortly. First we start from consciousness, by (re)defining
> computationalism as the assumption that there is a level of description of
> myself such that my consciousness remains unchanged through a functional
> substitution made at that level.
>
> Then that consciousness appears to be a differentiating flux of
> possibilities starting from any relative universal state (relative to either
> some other universal number, or from the universal base (here RA).
>
> In UDA, to get the "reversal" physics/arithmetic, you need not more than AI
> and Everett notion: the personal memory (the personal diary).
>
> But when we translate this in arithmetic,  the first person is defined by
> the Theaetetus's idea of linking the self-representation with the truth. We
> can do that easily mathematically, because we restrict ourself to the sound
> machine by construction. But no machine can know they are sound, nor even
> really define what that means for them. The result is that the first person
> knowledge ([]p & p) is not definable, nor is the first person sensation ([]p
> & <>t & p, p sigma_1). This explains why the soul is so elusive a notion,
> and consciousness so obvious (close to <>t v t) from the machine first
> person view, yet entirely not describable in arithmetical term. But machine
> can try approximation, and as long as they don't pretend to get it, they can
> progress.

I do have to work more to fully understand some of your more
"advanced" :) ideas, but even from what you say above, this is my
impression: you have a great theory for why we cannot explain
consciousness, but you still do not explain it.

>
> All the things work because the mind of the self-referentially correct is
> between the 3-self, the 1-self, and God, that is: G, S4Grz, and G*.
>
> They all want  []p -> p (reflexion), p/[]p (necessitation) and Löb []([]p ->
> p)-> []p (modesty).
>
> Exercise: shows that this leads to contradiction. So they share the work:
>
> The 3-self (G) keeps Löb and the necessitation, and thus abandon reflexion.
> God (G*) keeps reflexion and Löb, and thus abandon necessitation.
> The soul (the 1-self, the knower) keeps reflexion and necessitation, and
> thus abandon Löb. It lost modesty, and if its mother does not educate it
> well, it might become a tyrant.
>
> I will give the solution later after the (oral) June Exams which start
> tomorrow. Revise the Chellas :)

Ok :)

>
>
>
>
>
>>
>> I can see how the UDA is uncomfortable to some people, but like with
>> all science we can't choose, just check for correctness.
>
>
> That is the best we can hope.
>
> In all fields.
>
> Freedom of religion (laicity) is not freedom of teaching the kids invalid
> inference rules.
>
> I really urge people to read the following book:
>
> Daniel J. Cohen, 2007, Equations from God, Pure Mathematics and Victorian
> Faith, The Johns Hopkins University Press, Baltimore.
>
> It explains convingly how modern mathematical logic started from theological
> motivation, with Peirce (Benjamin, the father of Charles Sanders Peirce),
> Boole, De Morgan, Carroll (!), etc. The goal was notably to introduce more
> rigors, and concerned mainly Unitarians wanting to take distance from the
> more Dogmatic conventional Trinitarians. Ironically, the theology of the
> universal machine is more trinitarian than unitarian, well it is 4 + 4 *
> infinity-arian, somehow.
>
> That book explains how the goal of making mathematics accepted as profession
> made the mathematicians starting to hide and eventually deny the theological
> motivation. No doubt that was good for making mathematics into a profession,
> but why not starting professionalizing theology, or at least its
> professionalizable part?
>
> Making a science "illegal", and you give the "market" to the "charlatan",
> like making a medication illegal gives the markets to the criminals.
>
> And now a tip to get closer to God: avoid all tips to get closer to God.
> (grin)
>
> I have to go.  I will be busy for a few days.
>
> Best
>
> Bruno
>
>>
>> Telmo.
>>
>>>
>>> Bruce
>>>
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>
>
> http://iridia.ulb.ac.be/~marchal/
>
>
>
>
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