I get similar impression with Cliff.

Though their descriptions are not really "wrong", I don't like the
approach --- they introduce too many "artificial" concepts to cut the
categorization process into pieces. For example, the first sentence in
abstract:

    Conceptual integration-"blending"-is a general cognitive operation on a
par with analogy,
    recursion, mental modeling, conceptual categorization, and framing.

It's sort of funny to see these concepts putting together as a group.  Is
the mind a toolbox?  At least from an AGI pint of view, such an approach is
undesired. To me, a common problem in AI and CogSci is to build a separate
theory/model for each cognitive phenomenon in isolation, ignoring the
possibility that all of them may be products of the same process under
different situation.

On similar topics, I recommend the writings of Hofstadter and Lakoff.

Pei

----- Original Message -----
From: "Jonathan Standley" <[EMAIL PROTECTED]>
To: <[EMAIL PROTECTED]>
Sent: Thursday, December 12, 2002 9:16 AM
Subject: Re: Re[3]: [agi] TLoZ: Link's Awakening.


> I do agree that it seems a bit forced at times; the thing that struck me
> about it is that it seems to be a efficient method of filtering confusing
or
> seemingly contradictory ideas into a set of data that is relatively easy
to
> parse and/or analyze.
> the 'debate' between Kant and a modern philosopher IMO is a good example
of
> this
>
> I'm not sure, but I think this process could be implemented in an
> algorithmic manner. A true AI would probably look at this (CIN) the way we
> do, as an idea to be evaluated and discussed, but CIN might be an easy way
> to add some abstract reasoning capability to something like a chatterbot
>
> J Standley
> http://users.rcn.com/standley/AI/AI.htm
>
>
> > A clarification:
> >
> > CS> I'm not quite getting their "generic space" and
> > CS> "blended space" concepts; it all seems a bit forced and
> > CS> overabstracted.
> >
> > In their monk-mountain and regatta-race examples I get the "mental
> > overlapping of the same space on two different occasions" point, where
> > drawing neat diagrams of blended spaces makes some sense; I just don't
> > get the generalization of this to other classes of problem, where it
seems
> > forced.
> >
> > --
> > Cliff
> >
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