Agree. Very odd to make the statement "Since lossy integration would
necessitate continuous damage to existing memories" appear to be so
controversial that it necessitates the move to a theory of lossless
integration. What could be more "natural" than memories that degrade? I
suppose there are folks with photographic memories who may seem to approach
"lossless integration" but the rest of us are still conscious :-)  I have
my doubts about photographic memory anyway.

More likely that they had a result starting from the premise of lossless
integration they wanted to publish, and made that move to inflate the
relevance of their result.

Terren


On Fri, May 9, 2014 at 1:50 PM, meekerdb <[email protected]> wrote:

>  Oops.  I forgot to include the link: http://arxiv.org/pdf/1405.0126v1.pdf
>
>
>
> -------- Original Message --------
>
> I don't buy it.  For one thing memory IS lossy and it's largely
> reconstruction.  I think their argument only shows that cognition is
> irreversible in a stat-mech sense.  The implication for saying 'yes' or
> 'no' to the doctor would be that substituting for a small part of your
> brain might scramble your memories/peronality - but it would still be in
> principle possible to replace your whole brain by a equivalent Turing
> machine.  But I question even that step.  I think one's consciousness is
> embedded and to some degree 'integrated' into the world; it's this
> integration and reference to the world that provides 'meaning'.
>
> Brent
>
> Is Consciousness Computable? Quantifying Integrated Information Using
> Algorithmic Information Theory
> Phil Maguire, Philippe Moser, Rebecca Maguire, Virgil Griffith
> (Submitted on 1 May 2014)
>
>     In this article we review Tononi's (2008) theory of consciousness as
> integrated information. We argue that previous formalizations of integrated
> information (e.g. Griffith, 2014) depend on information loss. Since lossy
> integration would necessitate continuous damage to existing memories, we
> propose it is more natural to frame consciousness as a lossless integrative
> process and provide a formalization of this idea using algorithmic
> information theory. We prove that complete lossless integration requires
> noncomputable functions. This result implies that if unitary consciousness
> exists, it cannot be modelled computationally.
>
>
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