The law of effect and avoidance: a quantitative relationship between response rate and shock-frequency reduction.
Avoidance response rate obeys the matching law when shock reduction is the reinforcer.
01Research in Context
What this study did
The researchers tested if Herrnstein’s matching law works for avoidance. They used rats on a VI schedule where lever presses stopped shocks from coming.
They counted how often the rats pressed and how much the presses cut shock rate.
What they found
Response rate fit the matching equation. The less shocks the rats got, the more they pressed, just like the math predicted.
Shock-frequency reduction acted like any other reinforcer.
How this fits with other research
Farmer et al. (1966) first showed that simply lowering shock rate keeps avoidance going. Lattal (1974) now gives that idea a number line.
Rose et al. (2000) later found the asymptote k moves when sucrose strength changes. This seems to clash with A’s steady k, but the 1974 study used shock reduction, not sugar. Different reinforcers can move k without breaking the law.
Bradshaw et al. (1978) and Wilkie et al. (1981) showed sucrose size or strength shifts the same curve. Together these papers say: check your reinforcer type and size before you trust one set of parameters.
Why it matters
If you run avoidance programs, remember rate follows reinforcement value. Increase the payoff—fewer aversive events—and behavior will rise. If behavior drifts, check if the actual reduction the client gets has changed, not just your schedule.
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02At a glance
03Original abstract
Two experiments were conducted to investigate the quantitative relationship between response rate and reinforcement frequency in single and multiple variable-interval avoidance schedules. Responses cancelled delivery of shocks that were scheduled by variable-interval schedules. When shock-frequency reduction was taken as the measure of reinforcement, the relationship between response rate and reinforcement frequency on single variable-interval avoidance schedules was accurately described by Herrnstein's (1970) equation for responding on single variable-interval schedules of positive reinforcement. On multiple variable-interval avoidance schedules with brief components, asymptotic relative response rate matched relative shock-frequency reduction. The results suggest that many interactions between response rates and shock-frequency reduction in avoidance can be understood within the framework of the generalized matching relation, as applied by Herrnstein (1970) to positive reinforcement.
Journal of the experimental analysis of behavior, 1974 · doi:10.1901/jeab.1974.21-223