Standing on the giant's shoulder, a math enthusiast named Fermat put forward a hypothesis: no integer solution can be found for other higher-order equations except square.
It took three centuries until 1994 was proved by the British mathematician wiles. It was a very bumpy process, and the word100000 was ignored here. . . .
Wu Lao mentioned that it is not easy to make a breakthrough in pure mathematics or pure mathematics now. Like Fermat's Last Theorem, wiles worked for 30 years and finally handed over more than 200 pages of final proof.
Strict deduction is unimaginable for ordinary people. In such an era of rapid economic development, pay tribute to these persistent people!
It can be seen that Fermat's law is a generalization of Pythagoras' law, and then there is the famous Hilbert's tenth question: Can we judge whether any polynomial equation has a solution in finite steps?
Sometimes it is necessary to have an exact knot, and sometimes it is better to have an approximate solution, which is reflected in different boundaries.
Assess the situation, be flexible, assess the situation, and make strategic choices, which requires both the correct direction and reasonable boundaries.
This is something that a few people can do.