[From Bjorn
Simonsen (2007.26.01,13:10 EUST)]
[Martin Taylor
2007.01.25.17.15]
It doesn’t
matter how the feedback value that adds to the
disturbance value gets to be what it is. If it comes from
a system with memory (as almost all physical systems do),
so be it. At THIS nanosecond, it has THAT value.
Your first
sentence is OK. Your second sentence is also OK if I look at your World Model
that I understand is a function that is able to change the Output signal. (Now
I am back to your World Model. To morrow I will express my comprehension of it
so far).
If I go to
Bill’s Imagination mode, I don’t find the same function (memory sends a
perceptual signal back up toward the source of the address signal). Both in the
World Model and in Bill’s Imagination mode the signal that goes to Perceptual
Input or to the source of the address signal is dependent on the Output signal.
Incidentally,
what is an “insert signal”? You have used the
term more than once. What is the source of this signal and
where is it inserted? The two “insert signals” I understand
are the reference signal and the disturbance signal (though
Tom Bourbon did experiment with another, that controlled
the output gain). Do you mean either or both of these?
I put the
concept “insert signal” in quotation marks as a substitute for the Output
quantity in the environment. I treated the negative feedback loop as a composite
system and there memory is left out.
You are
still mixing up implementation details with functional analysis.
Think
function, not mechanism, unless the mechanism
necessarily affects the function in some way important to you.
I will listen
to that. I don’t hope I bypass your advise later.
bjorn
···
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