1981
DOI: 10.1901/jaba.1981.14-435
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Generalization of the Effects of Teacher‐ and Self‐administered Token Reinforcers to Nontreated Students

Abstract: Ten, black, second-grade boys served in a series of single-subject studies. They were from poor families, did not do well in arithmetic, were deficient in sustained attention, and presented behavior problems at school. One boy was a therapeutic confederate. Of the remaining nine nontreated students, three observed the confederate reinforced by a teacher, three observed the confederate self-reinforce without having an opportunity to use "self-reinforcement" themselves, and three observed self-reinforcement whil… Show more

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Cited by 20 publications
(10 citation statements)
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“…This lack of a clear reversal effect following a successful treatment for math performance has been documented by other investigators (Fantuzzo & Clement, 1981;Hay, Hay, & Nelson, 1977;Kirby & Shields, 1972). Hay et al (1977) reported a rapid drop in on-task behavior when the on-task contingency was withdrawn; however, there was a negligible drop in math performance following the withdrawal of the math contingency.…”
Section: Discussionmentioning
confidence: 70%
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“…This lack of a clear reversal effect following a successful treatment for math performance has been documented by other investigators (Fantuzzo & Clement, 1981;Hay, Hay, & Nelson, 1977;Kirby & Shields, 1972). Hay et al (1977) reported a rapid drop in on-task behavior when the on-task contingency was withdrawn; however, there was a negligible drop in math performance following the withdrawal of the math contingency.…”
Section: Discussionmentioning
confidence: 70%
“…The degree of generalization was quantified by using the generalization ratio, a descriptive statistic designed by Fantuzzo and Clement (1981). This statistic indicates the percentage of treatment effect that generalized to untreated student's target behavior (i.e., math performance).…”
Section: Experimental Designmentioning
confidence: 99%
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“…The degree of generalization was calculated according to the generalization ratio, a descriptive statistic designed by Fantuzzo and Clement (1981). This ratio quantifies generalization by dividing the percent change for the desired generalization dimension (the untreated student/setting/behavior/time) by the percent change for the treated student's targeted behavior during treatment in the treatment setting X 100.…”
Section: Data Collection and Reliabilitymentioning
confidence: 99%