Dynamics of waiting in pigeons.
Pigeons wait by averaging several past intervals, so behavior lags behind schedule changes.
01Research in Context
What this study did
Rapport et al. (1996) worked with six pigeons in a small chamber. A hopper gave grain every so often, but the wait changed like a smooth wave across the session.
The wave was a sine curve: short waits grew to long waits, then shrank again. The team logged how long each bird waited before pecking again.
What they found
The birds did not copy the last wait time. Their pauses tracked a blend of the last three or four waits, with the shortest wait holding the biggest vote.
When the schedule sped up again, the birds sped up too, but only after a slight lag. Memory, not the last hopper, drove the clock in their heads.
How this fits with other research
Hassin-Herman et al. (1992) saw the same short-wait power when daily sessions flipped between 5 s and 60 s. The 1996 paper widens that idea into a smooth, rolling pattern.
Fantino (1969) first showed pigeons stretch or shrink pauses across many fixed intervals. The new data say those pauses are a running average, not just a local reflex.
Arnett (1972) added extra lights that told time. Those cues lengthened pauses. Here, no added cues were needed; the birds built their own clock from recent history.
Why it matters
Your client’s history is alive in every response. If you thin a schedule too fast, the old short waits still tug behavior forward. Ease changes in steps and give the learner time to rewrite the average.
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02At a glance
03Original abstract
Two experiments used response-initiated delay schedules to test the idea that when food reinforcement is available at regular intervals, the time an animal waits before its first operant response (waiting time) is proportional to the immediately preceding interfood interval (linear waiting; Wynne & Staddon, 1988). In Experiment 1 the interfood intervals varied from cycle to cycle according to one of four sinusoidal sequences with different amounts of added noise. Waiting times tracked the input cycle in a way which showed that they were affected by interfood intervals earlier than the immediately preceding one. In Experiment 2 different patterns of long and short interfood intervals were presented, and the results implied that waiting times are disproportionately influenced by the shortest of recent interfood intervals. A model based on this idea is shown to account for a wide range of results on the dynamics of timing behavior.
Journal of the experimental analysis of behavior, 1996 · doi:10.1901/jeab.1996.65-603