It points out that the mathematical thinking in general includes the following aspects: concrete thinking, abstract thinking, intuitive thinking and functional thinking.
应当帮助构筑学生的数学思维结构，重心放在具体、抽象、直觉、函数思维这四大维度。
Abstract: from the proof of the theorem of related euler, euler theorem proving mathematical way of thinking, which reflected on the basis of the application.
摘要：摘要：从欧拉定理的证明为切入口，探讨欧拉定理证明所体现数学思想方法，在此基础上探究其应用。
This is because the junior high school mathematics and mathematics in the abstract mathematical language, way of thinking, knowledge of the content and computing power requirements have changed a lot.
这是因为高中数学与初中数学在数学语言抽象程度、思维方法、知识内容和对计算能力的要求方面有很大的变化。
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