2005
DOI: 10.1007/s11218-005-4015-5
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Academic Self-Schemas and their Self-Congruent Learning Patterns: Findings Verified with Culturally Different Samples

Abstract: This paper reported two studies investigating high school students' academic self-schemas in learning mathematics and their self-congruent learning engagement patterns. Using cluster analyses, Study 1 located two contrasting groups of students holding positive and negative self-schemas in learning mathematics among Chinese participants. MANOVA analyses showed that these two groups of Chinese schematic students differed from each other in the use of achievement goals, approaches to learning, and expected levels… Show more

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Cited by 15 publications
(20 citation statements)
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“…This study extended the analysis of a previous investigation on students' academic selfschemas (Ng, 2005). This previous study verified the concept of academic self-schema using culturally different samples.…”
supporting
confidence: 80%
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“…This study extended the analysis of a previous investigation on students' academic selfschemas (Ng, 2005). This previous study verified the concept of academic self-schema using culturally different samples.…”
supporting
confidence: 80%
“…New items were developed specifically to assess the four dimensions-affect, efficacy, importance and future self (Garcia & Pintrich, 1994)-of students' academic self-schemas. For a detailed discussion of these variables, please consult Ng (2005). Due to administrative constraints, students' actual grades were not available for assessment in this study.…”
Section: Methodsmentioning
confidence: 99%
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“…Why is it important? Ng (2005, 2014) defined mathematics self-schema as “students’ cognitive generalizations of their selves derived from past learning experiences, which functions to guide students’ cognitive, affective and behavioral responses in learning.” This definition was built on the work of Markus (1977). Similar to self-schemas in other domains (Banting, Dimmock, & Lay, 2009; Kendzierski, Ritter, Stump, & Anglin, 2015; Lee, Corte, & Stein, 2018), students’ generalized self-knowledge in mathematics learning is believed to be highly elaborated, organized and integrated (Lips, 1995).…”
mentioning
confidence: 99%