Exploring Validity Evidence for Mathematics Self-Concept of Adolescents: Key Findings from PISA 2022

The present study explores the sources of validity evidence of the mathematics self-concept construct in Programme for International Student Assessment (PISA) 2022 with a focus on concurrent, discriminant, and predictive evidence. Mathematics self-concept was provided with a single index variable in PISA 2022. Using only the U.S. students who participated in PISA 2022, we included 4552 students. While we grounded our analyses in the Standards (2014), we aimed to evaluate whether the mathematics self-concept is related to mathematics motivation, distinct from mathematics self-efficacy measures and predicts mathematics achievement. Results revealed a positive association between mathematics self-concept and motivation ( χ 2 = 86008.92, p < .001, φ = 0.153), suggesting concurrent evidence. Significant but negligible correlations with two separate mathematics self-efficacy measures ( r pb = −0.078 and −0.073, p < .001) supported discriminant evidence. Multilevel modeling analysis demonstrated that mathematics self-concept significantly predicted mathematics performance ( β = 20.20, p < .001), supporting predictive validity. Validity evidence for the mathematics self-concept scale in PISA 2022 could serve as a basis for research focused on enhancing student outcomes. Implications, limitations, and future directions are discussed.

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Publication Details

Journal
Journal of Psychoeducational Assessment
Published
2025-04-13
DOI
https://doi.org/10.1177/07342829251333844
Primary Topic
Cognitive and developmental aspects of mathematical skills
Type
article
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article

Exploring Validity Evidence for Mathematics Self-Concept of Adolescents: Key Findings from PISA 2022

Shenghai Dai, Robert Danielson, Onur Ramazan
1 links
Journal of Psychoeducational Assessment
Cognitive and developmental aspects of mathematical skills
article

Exploring Validity Evidence for Mathematics Self-Concept of Adolescents: Key Findings from PISA 2022

Shenghai Dai, Robert Danielson, Onur Ramazan
article en

Abstract

The present study explores the sources of validity evidence of the mathematics self-concept construct in Programme for International Student Assessment (PISA) 2022 with a focus on concurrent, discriminant, and predictive evidence. Mathematics self-concept was provided with a single index variable in PISA 2022. Using only the U.S. students who participated in PISA 2022, we included 4552 students. While we grounded our analyses in the Standards (2014), we aimed to evaluate whether the mathematics self-concept is related to mathematics motivation, distinct from mathematics self-efficacy measures and predicts mathematics achievement. Results revealed a positive association between mathematics self-concept and motivation ( χ 2 = 86008.92, p < .001, φ = 0.153), suggesting concurrent evidence. Significant but negligible correlations with two separate mathematics self-efficacy measures ( r pb = −0.078 and −0.073, p < .001) supported discriminant evidence. Multilevel modeling analysis demonstrated that mathematics self-concept significantly predicted mathematics performance ( β = 20.20, p < .001), supporting predictive validity. Validity evidence for the mathematics self-concept scale in PISA 2022 could serve as a basis for research focused on enhancing student outcomes. Implications, limitations, and future directions are discussed.

Journal of Psychoeducational AssessmentVol. 43(5)
Washington State University Spokane (US), Washington State University (US)
Openalex Percentile: Top 92%
Cognitive and developmental aspects of mathematical skills
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