> On 14 Dec 2018, at 04:18, Mason Green <[email protected]> wrote:
> 
> Hi, I’m wondering if any of you have read this paper and if so, what do you 
> think about it. The author says he’s discovered a new kind of mathematics 
> that could give rise to machine consciousness. A few other publications 
> picked it up but it got surprisingly little fanfare, for such a bold claim.
> 
> https://arxiv.org/pdf/1804.03301.pdf


This not bad, especially the idea of learning from hierarchical description 
from data, but I doubt it is new. The class algebra is total, and the whole 
thing seems close to some typed lambda calculus. He made some weird statement, 
like claiming that the axiom of choice is responsible for paradox in set 
theory, or for the existence of non halting machine. The fact that his class 
algebra imposes halting is rather dubious, especially in the frame of 
intelligence, which needs universality (imo) and thus unpredictable non halting 
behaviour. Its use of fuzziness is also not quite convincing (most similar 
attempts have failed).

He mentions consciousness at the end of the paper, but seems really naive on 
this, and unaware of the conceptual problem: it is still the “easy” problem of 
consciousness (identifying []A with []A & A, actually, which makes sense in 
some applications, but is wrong in mechanist cognitive science).

Now, I am not sure that the notion of super-intelligence makes sense by itself. 
It should be called “universal competence”, but it can be proved that this will 
not be applicable in any domain, as the author intends.

I read it rather quickly, so perhaps I missed the big idea, but it does not 
seems so original, at least at first sight.

Bruno





> 
> -Mason
> 
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