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美国著名语言学家布龙菲尔德说:“数学不过是语言所能达到的最高境界。”数学语言具有简洁、无歧义的特点,在阅读过程中,读者必须认读、感知阅读材料中有关的数学符号、图形符号等,理解每个数学术语。这些符号往往内涵丰富,与自然语言差别很大,要求在阅读语言中转换频繁,是一个内部语言的转化过程,最终要用自己的语言来理解数学定义或定理等,是对新知识的同化和顺应过程。这样就给数学阅读带来一定的难度,由此可见,培
Bloomfield, a famous American linguist, said: “Mathematics is but the highest level that language can achieve.” Mathematical language has the characteristics of simplicity and unambiguity. During the reading process, readers must read and perceive reading materials Mathematical symbols, graphical symbols, etc., understand each mathematical term. These symbols tend to be rich in content and vary widely from natural language. They require frequent conversions in the reading language and are an internal language conversion process. Ultimately, they use their own language to understand mathematical definitions or theorems, etc., to assimilate new knowledge and Follow the process. This will bring some difficulty reading mathematics, we can see that training