A question has original data and requires an answer to solve the problem. The answer is also expressed in the form of some kind of data. The original data and conclusion data are connected by some form of relationship. This relationship is an equation, and establishing a relationship is establishing an equation.

2. In this sense, ancient Chinese mathematics is a kind of algorithmic mathematics, that is, a kind of computer mathematics. Our oldest mathematics is also the most suitable and modern mathematics in the computer age.

3. Solving various problems becomes solving various equations. Therefore, solving equations has become the main goal of the development of Chinese mathematics for more than 2,000 years.

4. Ancient Chinese mathematics developed polynomial equations, difference equations, and infinitive equations, but when it came to actually solving calculus, it came to a standstill due to various political, ideological, and social reasons. The door to analytic geometric calculus has stopped. However, the Chinese difference equation is actually an equation most suitable for the computer age. ?(Celebrity quotes www.bufuzao.com)

5. In the development process of solving equations in ancient Chinese mathematics, the clues are clear, step by step, and continuous progress. In the process, new concepts and concepts are formed. methods, thus allowing the mathematical theory to be developed accordingly.

6. In the history of ancient Chinese mathematics, equations were solved in order to solve problems, our mathematical theories were developed in order to understand equations, and our basic mathematics was developed. From this, we can see the origins of our mathematical methods. superiority.

7. I was inspired and guided by ancient Chinese mathematics, combined with some modern Western technologies, and used computers to prove geometric theorems, finally forming the often mentioned mathematical mechanization.

8. Today’s Chinese mathematics often follows the footsteps of foreigners.

9. I have a "weird theory", don't keep talking about some master. I remember reading it when I was a child. It seemed that Liang Qichao or someone had said something like this - heroes all come from backward countries.

10. There are few people, and if someone appears once in a while, everyone will admire them. But when the whole group is truly developed and everyone is about the same, no one will be particularly considered a hero.

11. Future mathematics should follow the path of ancient Chinese mathematics rather than the international path. This is a general trend.

12. When I was in school, I liked physics the most because it was closer to real things.

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