Please, could you explain it a little bit further?
I do not understand it.

The premise is that the input is structured, why is structure important?
What is 'f'?
Do you mean that 'f' is the intelligence-function, so intelligence is about
finding the structure in the input?
Why does 's' have to be a 'proper subset'? This point confuses me.

And also, what happens if the intelligence has some kind of structure
itself (like memory from other derivations) so it is able to make sense of
I and make it useful for solving a problem, even when I was just random?

I believe that I am missing the subject and object of the statement, like
is the intelligence a property of someone who finds the structure in I, or
something like that.

Thanks!
Sergio



On Tue, Apr 16, 2013 at 11:27 AM, Alan Grimes <[email protected]> wrote:

> Okay, here's a mathy definition of AI.
>
> Given some structured input I, with structure S
>
> AI is defined as
>
>                 f(I) --> s
>
> where s is a proper subset of S that can be derived from I with minimal
> ambiguity.
>
> This definition is partial but covers all forms of perception.
>
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