Review

Mathematics Anxiety as a Reflection of Self-Regulatory Processes

Volume: 11 Number: 3 December 7, 2025
EN TR

Mathematics Anxiety as a Reflection of Self-Regulatory Processes

Abstract

Mathematics anxiety has long been recognized as a barrier to mathematical performance and engagement. Yet, traditional perspectives have tended to isolate it as an emotional problem rather than viewing it as part of a broader system of learning regulation. This paper reconceptualizes mathematics anxiety as a reflection of self-regulatory processes, emphasizing its dynamic relationships with self-efficacy, task persistence, and contextual influences. Drawing upon evidence from recent empirical and theoretical studies, the paper synthesizes how low perceived control, reduced metacognitive monitoring, and emotional dysregulation jointly sustain the anxiety–achievement cycle. Theoretical frameworks such as self-efficacy theory, control–value theory, and processing efficiency theory are integrated to explain the cognitive and motivational mechanisms underlying this phenomenon. In addition, research on classroom climate, technology-supported learning, and socio-emotional interventions is reviewed to show how contextual factors shape self-regulatory functioning. The discussion highlights the need for pedagogical approaches that cultivate metacognitive awareness, emotional regulation, and autonomy-supportive environments, as well as for research designs that capture the dynamic, reciprocal nature of these processes. Conceptualizing mathematics anxiety through the lens of self-regulation not only bridges emotion and cognition but also reframes anxiety as a diagnostic indicator of regulatory imbalance, offering a more comprehensive understanding of how learners can develop adaptive control, persistence, and confidence in mathematics learning.

Keywords

References

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Details

Primary Language

English

Subjects

Social and Humanities Education (Excluding Economics, Business and Management)

Journal Section

Review

Early Pub Date

November 30, 2025

Publication Date

December 7, 2025

Submission Date

October 12, 2025

Acceptance Date

November 18, 2025

Published in Issue

Year 2025 Volume: 11 Number: 3

APA
Serin, M. K. (2025). Mathematics Anxiety as a Reflection of Self-Regulatory Processes. International Journal of Field Education, 11(3), 30-43. https://izlik.org/JA86UK59NU
AMA
1.Serin MK. Mathematics Anxiety as a Reflection of Self-Regulatory Processes. IJOFE. 2025;11(3):30-43. https://izlik.org/JA86UK59NU
Chicago
Serin, Mehmet Koray. 2025. “Mathematics Anxiety As a Reflection of Self-Regulatory Processes”. International Journal of Field Education 11 (3): 30-43. https://izlik.org/JA86UK59NU.
EndNote
Serin MK (December 1, 2025) Mathematics Anxiety as a Reflection of Self-Regulatory Processes. International Journal of Field Education 11 3 30–43.
IEEE
[1]M. K. Serin, “Mathematics Anxiety as a Reflection of Self-Regulatory Processes”, IJOFE, vol. 11, no. 3, pp. 30–43, Dec. 2025, [Online]. Available: https://izlik.org/JA86UK59NU
ISNAD
Serin, Mehmet Koray. “Mathematics Anxiety As a Reflection of Self-Regulatory Processes”. International Journal of Field Education 11/3 (December 1, 2025): 30-43. https://izlik.org/JA86UK59NU.
JAMA
1.Serin MK. Mathematics Anxiety as a Reflection of Self-Regulatory Processes. IJOFE. 2025;11:30–43.
MLA
Serin, Mehmet Koray. “Mathematics Anxiety As a Reflection of Self-Regulatory Processes”. International Journal of Field Education, vol. 11, no. 3, Dec. 2025, pp. 30-43, https://izlik.org/JA86UK59NU.
Vancouver
1.Mehmet Koray Serin. Mathematics Anxiety as a Reflection of Self-Regulatory Processes. IJOFE [Internet]. 2025 Dec. 1;11(3):30-43. Available from: https://izlik.org/JA86UK59NU