1, corresponding thinking method. Correspondence is a way of thinking about the relationship between two set factors, while mathematics is generally an intuitive chart with one-to-one correspondence, which breeds the idea of function. For example, there is a one-to-one correspondence between the number axis on a straight line and the specific number.
2. Symbolic thinking method. Using symbolic language to describe mathematical content is symbolic thinking. In mathematics, all kinds of quantitative relations are expressed by letters, and a large amount of information is expressed by the condensed form of symbols.
3. Analogical thinking method. Analogy means that based on the similarity between two types of mathematical objects, the known attributes of one type of mathematical object can be transferred to another type of mathematical object.
4. Change the way of thinking. Changing ideas is a way of thinking from one form to another, and its own size is unchanged.
5. Classified thinking method. Different classification standards will have different classification results and produce new concepts.