simulated rats on Conc VIs

[From Chris Cherpas (951109.1502 PT)]
[re: Bruce Abbott (951109.1655 EST)]

By the way, is is quite easy to resolve this question through computer
simulation, without needing any equipment other than the computer. In fact,
didn't we do this last year? I recall writing a program that implemented a
VI schedule and giving it a random response generator for testing purposes,
but I can't recall whether we tried this with concurrent VI-VI.

If I get around to it, or if you do a simulation of Conc VIs, I
recommend linear VIs (a la Vaughan). That way the obtained overall
reinforcement rate is even surer to not vary from the programmed rate,
since the VIs don't wait for the food pick-up to start timing their
next intervals (they just store them and wait for however many
CRF responses pick 'em up if necessary).

  Not that it makes a huge difference, but
if somebody gets that idea that the controlled variable is session/overall
rate of reinforcement, then they might think that matching is explained
by this. With linear VIs, "random responding" should result in the
same overall rft rate as when matching occurs. Also, what I've seen
of "VIs" around this list is really RIs; not that it matters much,
but the Catania/Reynolds or Flescher/Hoffman series are certainly
available.

Also, by the way, and, yes, this is fairly irrelevant to a simulation,
I've gotten pretty good results by using a three-key chamber (pigeons)
in which each side key is a schedule key with a distinctive color
projected on it, and the center key as a changeover key which is lit
with a distinctive color, depending on which side key is lit. When
the CO is pecked, the old side key goes off and the changed-to side
key goes on, AND the CO goes off until the first peck on the new
side key. This seems to result in pretty good separation/discriminability
between alternatives without a COD, per se.

Finally, Bruce, do you have any doubt that random responding on
Concurrent VIs would produce anything other than severe undermatching
(flat or even slight "anti-matching" -- negative slope?).

Regardo,
cc

[From Bruce Abbott (951109.2255 EST)]

Chris Cherpas (951109.1502 PT) --

. . . Also, what I've seen
of "VIs" around this list is really RIs; not that it matters much,
but the Catania/Reynolds or Flescher/Hoffman series are certainly
available.

The two series you mention are intended to _simulate_ a constant probability
of reinforcement (within limits), and depend on the pigeon's inability to
discriminate the particular intervals programmed. RI schedules do not
produce a limited, specific set of intervals that can be learned and so
mostly avoid this problem. I don't know why anyone would want to simulate
when one can have the real thing. But yes, you are right; technically they
are RI and not VI schedules. Picky, picky. (:->

Finally, Bruce, do you have any doubt that random responding on
Concurrent VIs would produce anything other than severe undermatching
(flat or even slight "anti-matching" -- negative slope?).

No, none at all.

Chris Cherpas (951109.1415 PT)

. . . From what I've got so far, I can already
see value for me in PCT. I just don't know yet to what extent it would
help me to work toward a PCT-EAB synthesis, with equal status,
as opposed to taking on a more exclusive PCT perspective in such
matters. Time and learning will tell.

In my view a kind of synthesis is possible, but I seem to hold the minority
opinion at the moment. The methods are compatible: EAB and PCT are both
single-subject approaches, both are experimental, and both eschew
inferential statistical analysis. The fundamental assumtion about behavior
(environment controls behavior versus behavior controls perception) and the
stated goal of research (identify the functional relationship versus
discover the internal organization [mechanism] through which behavior
emerges) are incompatible. Yet the steady-state functional relationships of
EAB will prove in the end to be predictable from the principles of PCT once
more is known about what is being controlled in a given experiment and how
the systems doing the controlling are organized. One might call that a kind
of synthesis. And I am still holding out for the idea that the critical
relationships identified in the law of effect (but not the law itself) my
yet have something to contribute to the development of PCT with respect to
the problem of reorganization.

Regards,

Bruce