1, determine the research topic: choose a mathematical problem or phenomenon with research value for discussion.
2. Data collection: refer to relevant literature to understand the existing research results and shortcomings.
3. Make a research plan: determine the research methods, experimental design, data collection and analysis.
4. Carry out research: conduct experiments or investigations as planned, record data and analyze them.
5. Writing a paper: organizing the research process, results and conclusions into a standardized paper format.
6. Revision and improvement: Revise the paper repeatedly to make the logic clear, the expression accurate and the language concise.
Extended data:
Mathematics is a subject that studies the concepts of quantity, structure, change and space, and it is also a subject that develops continuously on the basis of axiomatic structure.
First of all, mathematics is a subject that studies concepts such as quantity, structure, change and space. It involves various types, such as integer, decimal, fraction, percentage and so on. , and their operating rules and properties. Mathematics also studies various geometric figures, such as straight lines, curves, planes and solids. , and their properties and measurement methods. In addition, mathematics also involves the expressions and properties of various functions, including algebraic functions, trigonometric functions, exponential functions and so on.
Secondly, mathematics is a discipline based on axiomatic structure. Based on some basic axioms and definitions, it establishes various theorems and properties through logical reasoning and deduction. The axioms and definitions in mathematics have been strictly screened and verified, which are universal and correct. Through this axiomatic structure, mathematics has become a rigorous discipline with high logic and rigor.
Finally, mathematics is a developing discipline. With the in-depth study of natural and social phenomena and the research and application of mathematics itself, mathematics has constantly produced new branches and fields. For example, calculus, probability theory, statistics and fuzzy mathematics are all products of the development of modern mathematics. These new branches and fields provide a broader vision for human beings to understand the world, and also provide more effective tools for solving practical problems.
In a word, mathematics is a subject with wide application value. It not only plays an important role in natural science, social science and other fields, but also has a wide range of applications in daily life. By studying and studying mathematics, we can better understand the world, master a more advanced way of thinking and solve problems.