Mike,

This appears to be the classical case of pearls before swine. EVERYTHING is
mathematics of SOME sort, but you seem to think there is something in the
17th dimension or whatever that transcends notation. Hint: If you can't
express it, you can't program it. If you can express it, then it is
mathematics.

Sure there may be things that transcend expression, I don't know of any,
but whatever they may be, they will never ever be programmed. If AGI would
require the programming of the inexpressible, than you might stop wasting
your time on it right now.

Even in the proposed multiverse, most of which is inaccessible to us, there
is still a governing mathematics - from which the multiverse sprang.

So, please return from the 17th dimension or wherever and let's at least
agree that we are never ever going to program the inexpressible, and
further, once something has been expressed, it can then be manipulated
according to the rules of our reality, a process commonly referred to as
mathematics.

Steve
=====================
On Thu, Aug 30, 2012 at 11:33 AM, Mike Tintner <[email protected]>wrote:

>   Being interested in the psychology of creativity, I am fascinated by
> the ways in which people get creatively stuck – and the excuses they give
> themselves for not tackling creative problems. This is a beauty:
>
> Steve: My assertion is that it is probably IMPOSSIBLE to understand many
> of the aspects of intelligence (like self-organization) without heavy math,
> wet lab experimentation, new scanning technology, and/or other
> out-of-discipline research. If nothing else, the last half-century has
> clearly shown that there are no easy answers, no "low hanging fruit" to
> gather. Plenty of people just as smart as us have dashed their careers by
> trying to "reason things out" without the advanced tools to simply examine
> the solution. I have enough of a sense of history not to do the same.
>
> ”Wow, intelligence/the brain is  so-o-o-o complex, dude....”
>
> Well, depends which brain  – and which problems – you’re looking at.
>
> The classic mistake is to think of intelligence purely  in terms of the
> brain (or the intelligent machine/material). That’s like thinking of
> photography purely in terms of cameras.
>
> You also – in fact first -  have to look at the problems intelligence
> tackles – just like you also – in fact first – have to look at the subjects
> the photographer captures, and the problems of capturing those subjects.
>
> It’s so easy to get lost in technology.
>
> In fact, the simple nematode worm has only 200 neurons and yet manages to
> solve all kinds of problems.
>
> And a slime mould has even less resources and yet also manages to solve
> problems.
>
> Problems on the other side, can be thought of in extremely complex terms
> -  like how to tackle mathematical problems of everyone’s favourite (and
> total irrelevance) – complexity.
>
> “Wow, complexity is so.o.o.o complex, dude...”
>
> Or you can think of – and represent tackling problems as ... negotiating
> the forking paths of a maze.
>
> All problems *are* – or were – represented by programmers as negotiating
> the forking paths of a maze –  in the form of a flow chart.
>
> So if you want to start solving the problem of AGI, try and have ideas
> about how a slime mould navigates a maze:
>
>
> http://goose.ycp.edu/~kkleiner/fieldnaturalhistory/fnhimages/l12images/Maze-solving%20amoeboid.asp_files/cs_client_data/3636046.pdf
>
> Tackling a maze problem like that was how Shannon got AI started.
>
> Tackling a problem like this can get AGI started.
>
> Just remember -  and this is EXTREMELY important -  the slime mould has a
> DIFFERENT problem to that of Shannon’s mechanical mouse.
>
> You have to look at the problem from the POV of the *slime mould* and NOT
> the programmer – really put yourself physically in its place.
>
> Shannon’s mouse was effectively working with Shannon’s *full knowledge*
> and *full overview* of mazes – the classic error all AGI-ers make.
>
> But a real world slime mould (or animal) doesn’t have an overview or full
> knowledge of any maze.  It just sees two walls and an opening. It doesn’t
> know what lies beyond. It’s not doing mathematical computations. It’s
> exploring unknown territory – just as all our evolutionary ancestors have
> done throughout evolution – and all human creative.types have done.
>
> So how can a machine do that?
>
> Ideas, (and not excuses), Steve?
>
>
>
>
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