I think Steve's comments about Super Regeneration are very interesting.

"... things can be made super-sensitive ..., like standing a pencil on
its point. This is called "regeneration" because in some way 99.999%
of the output is fed back into the input (with the pencil it is
100.000%, which is why you can't stand a pencil on its point). In the
case of the pencil, the energy that is used to regenerate is gravity.
The problem with regeneration ... is that it is slow (like the time it
takes to stand a pencil on its point) and not readily adaptable to
responding to signals, e.g. specific correlations, frequencies, etc.,
though regenerative receivers have been made.

However, super-regeneration (SR) sidesteps the limitations of
regeneration, and does NOT need any sort of exquisite adjustment to
achieve its nearly limitless sensitivity. It is the adjustment that
makes regeneration slow, so SR can respond immediately without the
"settling time" of regeneration. In SR, the pencil is let drop, then
quickly stood up and let drop again, and again, and again. The output
is the time to fall, rather than slowly searching for the point of
perfect balance. Microscopic changes that would be seen as shifts in
the pencil's balance instead become changes in the time to fall in its
rapidly repeating cycle."


It's too bad that he won't explore this idea with some simple computer
algorithms and see where it takes him. If I had more time I would try
it. It could be used to repeatedly react to some input like a
variation of some a neural network. I suppose that variations of this
have been used in digital circuits and other algorithms and perhaps
that specific idea is not, in itself, as interesting to Steve as it is
to me. But Steve's interest in the change (delta t) of the reactions
also seems interesting. A variation of this idea might be useful in
image analysis. The input could be sent to different threads which
would test it using different 'oscillation' actions and different
parameter values to the different actions used in the tests. That is
very interesting.
Jim Bromer


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AGI
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