First of all, interesting math story:
During the Warring States Period, Qi Weiwang and Tian Ji raced, and Qi Weiwang and Tian Ji each had three good horses: getting on, winning and dismounting. The race is divided into three times, and thousands of dollars are bet on each horse race. Because the horsepower of the two horses is almost the same, and Qi Weiwang's horse is better than Tian Ji's, most people think that Tian Ji will lose.
However, Tian Ji took the advice of his disciple Sun Bin (a famous strategist) and dismounted Qi Weiwang's horse, Ma Zhong of Qi Weiwang and Qi Weiwang. As a result, Tian Ji beat Qi Weiwang 2-/kloc-0-and won a lot of money. This is an example of China's ancient substitution game theory to solve problems.
Second, the application of mathematics in science:
Mathematics is applied in many different fields, including science, engineering, medicine and economics. The application of mathematics in these fields is generally called applied mathematics, which sometimes arouses new mathematical discoveries and promotes the development of new mathematical disciplines.
Mathematicians also study pure mathematics, that is, mathematics itself, without any practical application. Although a lot of work started from the study of pure mathematics, it may find a suitable application later.
Third, famous sayings about famous mathematicians:
1, mathematics is all kinds of proof skills. -Wittgenstein
2. New mathematical methods and concepts are often more important than solving mathematical problems themselves. -Hua
3. Reading history makes people wise, reading poetry makes people witty, mathematics makes people rigorous, physicists make people profound, ethics makes people solemn, and logical rhetoric makes people able to distinguish; Every scholar becomes a role. bacon
History makes people wise, poetry makes them elegant, mathematics makes them noble, natural philosophy makes them profound, morality makes them steady, and ethical rhetoric makes them able to contend. bacon
The main goal of mathematics is the public interest and the explanation of natural phenomena. Fourier transformation