1995
DOI: 10.1901/jeab.1995.64-147
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A Quantitative Analysis of Extreme Choice

Abstract: Six homing pigeons were trained on a variety of concurrent variable-interval schedules in a switchingkey procedure. Unlike previous work, reinforcer ratios of up to 160 to 1 and concurrent extinction variable-interval schedules were arranged in order to investigate choice when reinforcer-frequency outcomes were extremely different. The data obtained over 11 conditions were initially analyzed according to the generalized matching law, which fitted the data well. The generalized matching law was then fitted only… Show more

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Cited by 39 publications
(61 citation statements)
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“…Whereas s can be thought of as sensitivity to the ratio of reinforcement from the two sources, p is interpreted as proportional confusion between the two sources of reinforcement (Davison & Jones, 1995). It incorporates the idea that whenever the stimuli associated with schedules of reinforcement are imperfectly discriminable, some proportion of the reinforcers obtained from each schedule are associated with the alternative schedule and its discriminative stimulus.…”
Section: B Rmentioning
confidence: 99%
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“…Whereas s can be thought of as sensitivity to the ratio of reinforcement from the two sources, p is interpreted as proportional confusion between the two sources of reinforcement (Davison & Jones, 1995). It incorporates the idea that whenever the stimuli associated with schedules of reinforcement are imperfectly discriminable, some proportion of the reinforcers obtained from each schedule are associated with the alternative schedule and its discriminative stimulus.…”
Section: B Rmentioning
confidence: 99%
“…Thus, the predictions of the contingency-discriminability model and the generalized matching law differ significantly only when the reinforcement ratio becomes more extreme than usual (e.g., ratios greater than 10:1 or less than 1:10). Davison and Jones (1995) set out to test the contingency-discriminability model by studying choice with reinforcement ratios that var-ied over a wider range than usual: up to about 100:1 and down to about 1:100. They found that the generalized matching law (Equation 4) accounted for about 98% of the variance in choice and that the contingencydiscriminability model (Equation 5) accounted for about 99% of the variance.…”
Section: B Rmentioning
confidence: 99%
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“…Davison and Jones (1995;Baum, 1974) also assume that some proportion of the reinforcers delivered for one response can strengthen other responses and, from that assumption, develop a model of concurrent choice that is superior to the generalized matching account (cf. Schwendiman, 1997).…”
Section: Table Atmentioning
confidence: 99%