Self-inhibiting effects of reinforcement.
Reinforcers suppress concurrent responses, so displacement in a preference array may mask true potency.
01Research in Context
What this study did
Catania (1973) wrote a theory paper. It asked: what happens to other responses while one response earns reinforcement?
The author proposed that every reinforcer has two jobs. It excites the response it follows, and it quietly inhibits everything else happening at the same time.
What they found
The paper did not collect new data. Instead it showed how the inhibitory idea explains puzzling results from older experiments.
If the idea is right, then reinforcers are like spotlights. They brighten one path and dim the rest.
How this fits with other research
Hall (1992) later tested kids in a classroom token system. When reinforcer quality differed between tasks, the matching law broke down. Unequal quality seems to add extra inhibition or extra pull, just as Catania (1973) predicted.
Smith et al. (1997) ran preference assessments with food and leisure items. Food items pushed leisure items out of the rankings. This displacement is a real-world example of food reinforcers inhibiting concurrent choices.
Carter et al. (2020) found the displacement does not always mean weaker power. Three of seven kids worked just as hard for displaced leisure items. The inhibitory effect hides potency, so you must test, not just rank.
Why it matters
When you run concurrent schedules, watch for hidden suppression. A reinforcer that looks weak may be blocked by a stronger one sitting next to it. Always assess potency after you see displacement. Swap tasks, hide edibles, or run separate trials. The spotlight idea helps you design cleaner assessments and truer matching analyses.
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02At a glance
03Original abstract
The reinforcers produced by one response reduce the rate of other, concurrently reinforced responses. An analysis of the logical and empirical implications of the relation indicates that one reinforcer must have this effect on responses maintained by other reinforcers even when all reinforcers are produced by the same class of responses. A quantitative expression of the relation leads to a formulation, mathematically equivalent to Herrnstein's (1970), in which the rate of a reinforced response is a joint function of (1) an excitatory effect of the reinforcers produced by that class of responses, and (2) an inhibitory effect of the total reinforcers produced both by that class and by other classes of responses.
Journal of the experimental analysis of behavior, 1973 · doi:10.1901/jeab.1973.19-517