The question was asked whether, given infinite resources could Solmonoff
Induction work.  I made the assumption that it was computable and found that
it wouldn't work.  It is not computable, even with infinite resources, for
the kind of thing that was claimed it would do. (I believe that with a
governance program it might actually be programmable) but it could not be
used to "predict" (or compute the probability of) a subsequent string
given some prefix string.  Not only is the method impractical it is
theoretically inane.  My conclusion suggests, that the use of Solmonoff
Induction as an ideal for compression or something like MDL is not only
unsubstantiated but based on a massive inability to comprehend the idea of a
program that runs every possible program.

I am comfortable with the conclusion that the claim that Solomonoff
Induction is an "ideal" for compression or induction or anything else is
pretty shallow and not based on careful consideration.

There is a chance that I am wrong, but I am confident that there is nothing
in the definition of Solmonoff Induction that could be used to prove it.
Jim Bromer



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agi
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