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The Role of Mediators in the Development of Longitudinal Mathematics Achievement Associations
Authors:Tyler W Watts  Greg J Duncan  Meichu Chen  Amy Claessens  Pamela E Davis‐Kean  Kathryn Duckworth  Mimi Engel  Robert Siegler  Maria I Susperreguy
Institution:1. University of California, Irvine;2. University of Michigan;3. University of Chicago;4. University of London;5. Vanderbilt University;6. Carnegie Mellon University and Siegler Center for Innovative LearningBeijing Normal University;7. Pontificia Universidad Católica de Chile
Abstract:Despite research demonstrating a strong association between early and later mathematics achievement, few studies have investigated mediators of this association. Using longitudinal data (= 1,362), this study tested the extent to which mathematics self‐concepts, school placement, executive functioning, and proficiency in fractions and division account for the association between mathematics achievement in first grade and at age 15. As hypothesized, a strong longitudinal association between first‐grade and adolescent mathematics achievement was present (β = .36) even after controlling for a host of background characteristics, including cognitive skills and reading ability. The mediators accounted for 39% of this association, with mathematics self‐concept, gifted and talented placement, and knowledge of fractions and division serving as significant mediators.
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