Exploring the Promotion of Tiered Mathematics Instruction Through Discipline-Based Competitions to Enhance Students’ Innovative Capabilities

Authors

  • Xiaoxia Wang Ordos Institute of Technology

DOI:

https://doi.org/10.55014/pij.v8i4.843

Keywords:

Mathematics discipline competition, Tiered instruction, Mathematical innovation ability, Diversified course objectives, Mathematical modeling

Abstract

This study proposes a novel model that integrates mathematics discipline competitions with tiered instruction, aiming to enhance students’ mathematical creativity and innovation. Leveraging collegiate mathematics contests as a driving force, the approach promotes teaching, learning, and pedagogical reform through competition. A comprehensive, multi-dimensional tiered instructional system for university-level mathematics courses has been developed. The practical implementation emphasizes adjustment and optimization of the teaching process, the formulation of diversified course objectives, and the incorporation of mathematical modeling cases. This dual focus on foundational knowledge and competency development contributes to the cultivation of applied talents. Prioritizing individualized student development, the study establishes a dynamic interaction mechanism linking mathematics competitions, daily tiered instruction, and pedagogical reform. This mechanism fosters a new talent development model characterized by the integration of instruction and competition as well as learning and innovation. Furthermore, the study effectively integrates mathematical modeling with experimental mathematics to advance high-level instruction and practice in university mathematics education.

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Published

2025-08-20
CITATION
DOI: 10.55014/pij.v8i4.843
Published: 2025-08-20

How to Cite

Wang, X. (2025). Exploring the Promotion of Tiered Mathematics Instruction Through Discipline-Based Competitions to Enhance Students’ Innovative Capabilities. Pacific International Journal, 8(4), 40–46. https://doi.org/10.55014/pij.v8i4.843

Issue

Section

Regular