Ben: Mike:
  (And can you provide an example of a single surprising metaphor or analogy 
that have ever been derived logically? Jiri said he could - but didn't.)


  It's a bad question -- one could derive surprising metaphors or analogies by 
random search, and that wouldn't prove anything useful about the AGI potential 
of random search ...

  Ben,

  When has random search produced surprising metaphors ? And how did or would 
the system know that it has been done - how would it be able to distinguish 
valid from invalid metaphors, and surprising from unsurprising ones?

  You have just put forward, I suggest, a hypothetical/false and evasive 
argument.

  Your task, as Pei's, is surely to provide an argument, or some evidence, as 
to how the logical system you use can lead in any way to the crossing/ 
connection of previously uncrossed/unconnected domains - the central task and 
problem of  AGI.   Surprising metaphors and analogies are just two examples of 
such crossing of domains. (And jokes another)

  You have effectively tried to argue  via the (I suggest) false random search 
example, that it is impossible to provide such an argument..

  The truth is - I'm betting - that, you're just making excuses -   neither you 
nor Pei have ever actually proposed an argument as to how logic can solve the 
problem of AGI and, after all these years, simply don't have one. If you have 
or do, please link me.

  P.S. The counterargument is v. simple. A connection of domains via 
metaphor/analogy or any other means is surprising if it does not follow from 
any known premises and  rules. There were no known premises and rules for Matt 
to connect altimeters and the measurement of progress, or, if you remember my 
visual pun, for connecting the head of a clarinet and the head of a swan. Logic 
depends on inferences from known premises and rules. Logic is therefore quite 
incapable of - and has always been expressly prohibited from - making 
surprising connections (and therefore solving AGI). It is dedicated to the 
maintenance not the breaking of rules.

  "As for Logic, its syllogisms and the majority of its other precepts are of 
avail rather in the communication of what we already know, or... even in 
speaking without judgment of things of which we are ignorant, than in the 
investigation of the unknown."
  Descartes

  If I and Descartes are right - and there is every reason to think so, (incl. 
the odd million, logically inexplicable metaphors not to mention many millions 
of logically inexplicable jokes)  - you surely should be addressing this matter 
urgently, not evading it..

  P.P.S. You should also bear in mind that a vast amount of jokes (which 
involve the surprising crossing of domains) explicitly depend on ILLOGICALITY. 
Take the classic Jewish joke about the woman who, told that her friend's son 
has the psychological problem of an Oedipus Complex, says:
  "Oedipus Schmoedipus, what does it matter as long as he loves his mother?" 
And your logical explanation is..?


-------------------------------------------
agi
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