A runs-test algorithm: contingent reinforcement and response run structures.
A simple runs-test rule can erase sequential streaks and keep choices balanced.
01Research in Context
What this study did
Hachiga et al. (2010) worked with rats in a lab.
The rats pressed two levers.
A computer watched the order of presses.
If the rat showed a streak—like left-left-left—the runs-test spotted it.
Food only came when the streakiness dropped.
The team ran two experiments to see if the rule could wipe out the pattern.
What they found
The rats stopped making long runs.
Their choices became almost random.
Sequential dependencies vanished while the food rule stayed in place.
When the rule ended, mild patterns crept back.
How this fits with other research
Mechner (1958) first saw these streaks.
That paper only described them; Hachiga et al. (2010) removed them.
The new study extends the 1958 baseline into a working fix.
Macdonall (1998) showed stay-versus-switch rules shape run length.
Yosuke’s algorithm goes further—it targets the dependency itself, not just the length.
Katz et al. (2003) proved reinforcement rate alters bout size.
The 2010 paper adds a smart gate: it lets food drop only when the bout structure is flat.
Why it matters
You can break hidden streaks in any repeated choice.
Program a quick runs-check into your data sheet.
Reinforce the learner only when streakiness falls below a cutoff.
Try it during coin-reward games, token boards, or response-allocation tasks.
You may see fairer, less biased responding by Monday afternoon.
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Join Free →Track the last ten responses; if you spot a streak of four, withhold the next reinforcer until the pattern breaks.
02At a glance
03Original abstract
Four rats' choices between two levers were differentially reinforced using a runs-test algorithm. On each trial, a runs-test score was calculated based on the last 20 choices. In Experiment 1, the onset of stimulus lights cued when the runs score was smaller than criterion. Following cuing, the correct choice was occasionally reinforced with food, and the incorrect choice resulted in a blackout. Results indicated that this contingency reduced sequential dependencies among successive choice responses. With one exception, subjects' choice rule was well described as biased coin flipping. In Experiment 2, cuing was removed and the reinforcement criterion was changed to a percentile score based on the last 20 reinforced responses. The results replicated those of Experiment 1 in successfully eliminating first-order dependencies in all subjects. For 2 subjects, choice allocation was approximately consistent with nonbiased coin flipping. These results suggest that sequential dependencies may be a function of reinforcement contingency.
Journal of the experimental analysis of behavior, 2010 · doi:10.1901/jeab.2010.93-61