Abstract
This article discusses the importance of mathematical ideas in the learning of higher algebra. First of all, this article briefly introduces the core position of higher algebra in the field of mathematics. Then, this article analyzes the mathematical ideas behind these knowledge, such as abstract thinking, inductive classification, and returning. Application in algebra. Further, this article discusses the specific application of mathematical ideological methods in definition and concept formation, solving specific problems, etc., and shows its effects through case analysis. Finally, the article analyzes the impact of mathematical ideological methods on improving students' problem -solving ability, logical thinking and innovative ability.
Published Version
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