Chapter 584

If someone can solve these seven math problems, he will get ten thousand dollars more for the car.

The same topic of Yu Li is the same topic of the Millennium award 200 years after the turn of the new millennium.

The Millennium problem is actually the same mathematical problem of seven causes. Only in the west, there are one hundred US dollars, so it has caused everyone to have different opinions. It's not only a step to the laughing gold, but also a meaningful topic to study.

So the word home so care, let countless excellent digital home want to solve this problem.

Only Jin Gaohuo, the mathematician, will not spend so much time to study

LiDang Si's problems are all about the basic theory of mathematics, such as solving the same problem.

People will have a big development in number theory 2, but also more and better application of mathematical theory.

The two numbers are exactly the same. Strange silk and strange conjecture. Guess. I can't stand it. The numerical solution of field mills field

square. The same problem can be found in ill Weier form.

All of the above problems are thousands of years old. If someone can solve more than one problem, it's not important for us $1 million in Mathematics Research Institute to solve it. The results of solving the problem are very good. The most important thing for all mathematicians is to solve any one of the seven problems, and all kinds of honors will follow Not less, even in the whole history of mathematics to leave their own name.

it's just like the million dollar bonus that attracts mathematicians, but it's just a pity that he doesn't want to pay for his research.

It has been so many years since the issue of the Millennium Awards was raised, but only one problem has been solved.

In 2003, Perelman solved the problem of Poincare's conjecture.

So far, there are still six problems left to be solved.

"This problem is very interesting. Needless to say, the results behind it are very interesting. The problem of the Millennium awards is very appetizing to me. Next, let me study these problems.",.

After a little thought, Jiang Cheng interrupts Lucy so that she doesn't have to go on.

Now that he has made a decision, he will focus on the Millennium awards in the next time to see if he can solve these mathematical problems.

the issue of gannian awards is really in line with Jiang Cheng's requirements. The difficulty is not ordinary and it is very challenging.

Moreover, the study of mathematical problems generally takes a lot of time, which is also in line with his desire to pass the time.

The most important thing is that it is of great significance to study the issue of the Millennium awards. For the whole human civilization, the issue of the Millennium awards is very important.

As long as Jiang Cheng can solve the problem of the Millennium awards, he will be able to greatly advance the process of human civilization.

The Millennium prize problem is about mathematics, which is the most important problem to be solved by human beings, and mathematics is a very important subject.

To know that mathematics is known as the queen of science, from this we can see the importance of mathematics.

Mathematics is the foundation of all natural sciences. Without mathematics, other sciences can't develop at all.

If the level of human mathematics can be improved, other disciplines can also get a lot of benefits.

Countless great theories need the support of mathematics, which has been proved many times.

Mathematics is so important to a civilization that Jiang Cheng chose the Millennium prize as the main direction of his next research.

Well, since the host has made a decision, I will record other results for the time being. If the host needs, he can ask me at any time. "Lucy said to Jiang Cheng.

Well, if I need to, I'll ask you a few other results.

Jiang Cheng replied to Lucy casually and fell into meditation.

For Lucy's words, Jiang Cheng is not particularly concerned, because the Millennium award problem is enough for him to study for a period of time.

Just muddle through these months, and the Futurist Mars probe will be on Mars.

At that time, Jiang Cheng will be busy building a Mars base. There is no time for other things.

Jiang Cheng doesn't have to go on decadent now, because he has found the next goal.

These mathematical problems are enough for Jiang Cheng to pass the time. When the data from the futuristic Mars probe is sent back to Mars, Jiang Cheng can continue to develop technologies related to the Mars base.

This kind of arrangement is just right for Jiang Cheng. He won't feel bored because he has nothing to do in his spare time, and he won't be too busy to take care of the women who accompany him.

After Jiang Cheng determined his goal, he soon began to focus on the difficult mathematical problems.

Before Jiang Cheng has been living a very leisurely life, the whole person has been relaxed.Now Jiang Cheng is going to tighten his divine level, so that he can have a better state to carry out scientific research.

This time, Jiang Cheng finally has something to do. He has to live a good life in scientific research.

However, before studying those mathematical problems, Jiang Cheng must first set a research goal.

However, there are still six problems that have not been solved, which one should Jiang Cheng choose first

the fields involved in these mathematical problems are not the same, and the ideas to solve them are far different, so it is impossible to study these six problems at the same time.

Because these problems are very different, every mathematical problem needs a different way of thinking.

Therefore, Jiang Cheng must first choose a mathematical problem and concentrate on the research in one direction, and then be able to distract himself from other problems.

It's difficult for Jiang Cheng to choose which mathematical problem to solve. The importance of these problems is almost the same. They are all difficult problems that can promote the development of mathematics as long as they are solved.

Since the importance is almost the same, Jiang Cheng doesn't know which problem to start with first.

However, this problem did not let Jiang Cheng tangle for too long, and soon he had his own choice.

If the importance of these six mathematical problems are similar, Jiang Cheng decided to choose the most difficult one first.

This choice is quite wonderful. When people face this choice, they will choose the simplest one to do it first.

This can maximize the probability of success, and then slowly increase the difficulty of adding challenges.

Unfortunately, Jiang Cheng is not an ordinary person, so he will only choose the most difficult one to do it first.

Jiang Cheng always likes to solve the most difficult problems first. This kind of challenge is more exciting for him, which can be regarded as his personal preference

if the six mathematical problems are ranked in terms of difficulty, the most difficult problem is the Riemann hypothesis.