On Tuesday, February 4, 2014 2:56:05 PM UTC-5, David Nyman wrote:
>
> On 4 February 2014 18:04, Craig Weinberg <[email protected] <javascript:>
> > wrote:
>
>>
>> On Tuesday, February 4, 2014 12:57:45 PM UTC-5, David Nyman wrote:
>>
>>> On 4 February 2014 17:32, meekerdb <[email protected]> wrote:
>>>
>>> I don't think there's anything wrong with criticizing a theory on 
>>>> something other than "it's own terms".  I think Craig might accept Bruno's 
>>>> argument as valid but regard it as a reductio against saying "yes" to the 
>>>> doctor.  I have criticized it for it's seeming lack of predictive power - 
>>>> a 
>>>> problem with all theories of everythingism so far, and also string theory.
>>>
>>>
>>> But surely a reductio entails accepting an argument in principle and 
>>> then showing that it leads to a contradiction in its own terms? The MGA, or 
>>> Maudlin's argument, are of such a form (whether or not you agree they 
>>> succeed). Craig has already said that he accepts the form of Bruno's 
>>> argument, but not its premise: i.e. what is entailed by the acceptance of a 
>>> digital brain substitution. This is certainly saying no to the doctor, but 
>>> it's more like the opposite of a reductio. It's just a bald assertion that 
>>> any possible success of the argument isn't worth the cost of accepting the 
>>> premise. 
>>>
>>
>> Yes! Because the cost is infinite. Since there is no substitute for 
>> experience, there can never be anything more impossible than the idea of 
>> simulating experience itself.
>>  
>
> But that is not what is proposed, indeed it would be a contradiction in 
> terms. 
>

Proposed by whom? Why would it be a contradiction? It is the beginning 
assumption, so there is nothing to contradict.
 

> Experience is the only indubitable reality; to talk of "simulating" it is 
> equivalent to eliminating that reality (as in "it's all an illusion") and 
> is just incoherent. Experience either is or it isn't and this is 
> determinable only in the first-person. But it is not experience that is 
> substituted, it is the device that allows that experience to manifest 
> locally in terms of a particular actuality. 
>

You are assuming that the device is outside of experience. I am saying that 
the device is already (nothing but) an experiential phenomenon to begin 
with. There is no possibility of 'either experience is or it isn't' - there 
can be no 'it isn't', not even hypothetically in an imaginary universe.
 

> Remember that the proposition is that experience is *invariant* for a 
> digital substitution. 
>

Digits can't have an experience. Nothing that digits do can cause an 
experience. Given an experience, digital analogs can of course be used to 
change that experience, but by themselves, they cannot 'do' anything or 
even 'be' digits.
 

> The UDA is a step-wise argument for the view that this makes sense only if 
> physics itself is the result of a statistical filtration (the FPI) over the 
> entire computational domain. Hence that local "device" is also a 
> statistical-derived appearance stabilised by this filtration.
>

I'm saying that arithmetic truth in total is a filtration of more primitive 
sensory-motive phenomena. Math = sensible filtration of sense.
 

>  
>>
>>> That could indeed turn out to be the case, but it isn't in itself an 
>>> argument.
>>>
>>
>> The truth of physics and sense is not an argument, argument is a 
>> comparison within sense. Why does the universe have to fit into an argument 
>> of cognitive human logic? Let the universe be what it is - perception. 
>> Participation. Aesthetic acquaintance on many nested (and sometimes 
>> ambiguously so) levels.
>>
>
> What alternative could we possibly have to "letting the universe be what 
> it is"?
>

We could shoehorn it into a mechanemorphic theory of information or an 
anthropomorphic icon of metaphor.
 

> But whether the universe (i.e. what we can only guess at) simply "is" 
> perception, or has a more complex relation with it,
>

The more complex relation would also be a perception, an experience.
 

> is not something that either you or I could possibly know a priori, or 
> even a posteriori. 
>

Knowing is not the goal. Understanding is.
 

> We - our experiential selves - are virtual creatures who can only "bet" on 
> an ultimate reality from the perspective of what is, for us, an 
> indubitable, though unshareable, indexical actuality. The reasons for that 
> very indubitability and unshareability, moreover, are predictable in terms 
> of the comp argument.
>

But comp cannot predict anything about the nature of 1p, or even that there 
could be a such thing as a feeling or perception - only that there are some 
gaps through which machines behave as if they are able to make bets that 
are correct. 

But of course the universe doesn't have to - and never will - "fit into an 
> argument of cognitive human logic". But neither should we expect it to fit 
> with any other human predilection-du-jour, be that aesthetic, orouboran, 
> tessellated, or whatever else. These too are merely speculations, or 
> wagers, and must stand or fall on the same criteria of generality, 
> coherence, and explanatory and predictive power.
>

Then you are a priori ruling out that the universe could defy your 
expectations of being able to fit into your criteria. The truth of the 
universe does not have to be something that makes it convenient to make 
predictions, and even if it did, you have no idea what the framework that I 
propose could yield or contribute. I don't see any reason why the 
sense-first view is any less explanatory or predictive than the notion of 
relativity or heliocentric astronomy. Sure, you would have to do some 
tricky experimentation, but that doesn't mean that there must be some other 
theory which will get us there without considering the sense-first model.

Craig


> David
>
>
>>
>> Craig
>>  
>>
>>>  
>>> Your own criticism, by contrast, can only succeed by accepting the 
>>> argument in its own terms and then showing that in this form it fails to 
>>> satisfy certain desirable criteria, such as predictive power. That's not a 
>>> reductio either, although of course it's a perfectly valid objection to 
>>> raise.
>>>
>>> David
>>>
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