John,

The proper formulation of the problem is:

**what generative form (such as a formula or algo) will generate  *ever new 
diverse forms* [or objects]  within a given class so as  ultimately to embrace 
more or less the whole ever expanding range of diverse forms within a class **

notes:

1) it is crucial to take a step back and realise that there are many 
“generative forms”  (or would anyone prefer “generators”?)  -  many scientists 
and AI-ers think that formulae/algos are the only generative forms – that 
nothing can proceed without one. But this, as I will come to another time, is 
nonsense.

2) the proper focus is on generating *ever new diverse forms* – the reality for 
any real world AGI of getting to know classes, is that you begin with one or a 
few examples, and continue to encounter ever more diverse examples   -   you 
start by seeing one dog – a terrier say  - and then go on to meet ever new 
diverse forms – a chihuahua, a dachsund etc ; ditto you start by seeing one 
kind of chair and then encounter ever new diverse forms; you start by meeting 
one crazy AGI-er, or individual within any human group/class whatsoever  - one 
who thinks it’s all about complexity – and then go on to meet new diverse 
AGI-ers/individuals – s.o. who thinks it’s all about patterns, or some form of 
logic etc.

in terms of fonts, you start by encountering one kind of font, and then 
encounter one new diverse kind after another – ad infinitum for the rest of 
your life – as Hofstadter demonstrates well.

2a) for real AGI’s like humans, there is no limit to this business of 
generating new forms – we can indeed go on to recognize more or less the whole 
of any class; there may be the odd controversial, difficult-to-classify 
examples – in fact this is virtually guaranteed – but in general, we have no 
major problems embracing more or less the whole class

2b) this is indeed a simple crystallisation of the problem of AGI – in every 
form of the problem, incl. conceptualisation, object recognition, creativity 
(object formation)   -  you must deal with and actively or reactively generate 
new diverse forms/objects within a class – and there is no set range of forms 
for any class – each class is open and everexpanding.

I think I’ve solved this problem now pretty damn definitively at a 
philosophical level – why the generative form can’t be mathematical, and can 
only be iconic/graphic* – and why the former is and can only be narrow AI, and 
only the latter is AGI – but I’m still inwardly digesting. Later.

P.S. *Another way of putting that is ..... why language/concepts can’t be 
mathematical and can only be iconic/graphic.Written. language did indeed begin 
with icons/graphics – and you won’t find any form of language in our ordinary 
culture expressed in mathematical form – check it out.


From: John G. Rose 
Sent: Wednesday, January 16, 2013 4:54 PM
To: AGI 
Subject: RE: [agi] The Vast Field of Cultural Icons

Mike,

You don't need to generate ALL, only some.

Also, general object generation can use "seed" data. For example, picture a 
mathematical process as a movie projector and the filmstrip is seed data. The 
images projected are the objects generated. That's one way of looking at it...

John


--------------------------------------------------------------------------------
From: Mike Tintner [[email protected]]


John:  So what are the formulaic processes for general object generation and 
recognition?



John,



We’re making further progress IMO because we’re both looking directly at the 
problem. Ben (and Opencog) and the vast majority of AGI-ers won’t do that. I’m 
going to say more on this in a while, (including reframing the problem still 
more precisely),  but in the meantime, you & others might care to look at a 
specifically algorithmic consideration of the problem (in a form well-set by 
Hofstadter):



Is there a Universal Image
Generator?
https://researchspace.auckland.ac.nz/bitstream/handle/2292/3851/344cris.pdf?sequence=1



The conclusion:



“though this is an
abstract result, it may have import for several areas in graphics that
deal with compressible signals. In essence, new representations and
pattern generation algorithms will continue to be developed; there
is no feasible “super algorithm” that is capable of all things.”

Comments?


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