No matter how hot things are, there will always be an end one day, and the same is naturally true of Wang Ning's challenge to Harvard. After a few days of fermentation, discussion, and admiration, the whole incident is slowly subsiding.

For ordinary people, they will only be amazed by Wang Ning's victory over Harvard, and they will be shocked by Wang Ning's conjecture and mathematical mirror system, but other than that, they will not feel too much.

In the earthly world, there are very few things they can decide, and as long as the rhythm of their lives does not change, it will not affect them too much.

Anyway, no matter how shocked or surprised I am, I still have to go to work tomorrow when I open my eyes, and drag my tired body home at night to rest, and continue the original cycle.

Except for knowing that there is one more young mathematician and one more superstar in the world, it seems that much has not changed.

On the contrary, in the academic world, the influence of Wang Ning's conjecture and the mathematical mirror system is slowly increasing, and it has evolved into a flood of famine, sweeping the entire academic world.

In countless universities and countless laboratories, scholars or researchers will always be seen discussing Wang Ning's conjecture or the mathematical mirror system in their free time, and among them, the mathematical mirror system is discussed more.

Wang Ning's conjecture is different from the mathematical mirror system, if Wang Ning's conjecture is still a variant found on the basis of traditional mathematics, then the mathematical mirror system is another big tree with a mathematical name.

In the process of growing up, it is not clear to everyone what kind of impact the mathematical mirror system can have on mathematics.

It is precisely because of the unknown, because of the mystery, that there will be people who will discuss it specifically. Conduct research. I want to thoroughly understand the mysteries hidden in the shadows.

It's just that. These mysteries are too difficult to discover, many things seem simple, but if you really study them, you can't find a clue, and you always get stuck in trouble after a certain level, and you can't find a way out.

The mathematical mirror system is like this, it is too big, and there are too many roads in it. However, the current extent of the mathematical mirror system only gives a certain range, but the specific content is not clear at all.

It's like a book, with a title and a table of contents, but scholars can't see what happens after each catalog. Coupled with the lack of a clue, they can't even study it if they want to.

Even so, no one can deny the greatness of the mathematical mirror system, just because of it, scholars can see another landscape of mathematics. It's the great discovery. The reason why they haven't been able to dig deeper yet may be that they don't know enough. It's not because you don't know. And the theory of negation.

If you want to understand and study the mathematical mirror system, there is one thing that cannot be bypassed, and that is the Wang Ning conjecture.

At the Magnolia seminar, Wang Ning clearly said that the mathematical mirror system was discovered because of Wang Ning's conjecture. Strictly speaking, it is actually a change in the core theory of Wang Ning's conjecture, although the mathematical mirror system is too grand and Wang Ning's conjecture is completely unexplainable, but it cannot deny the role of Wang Ning's conjecture as a bridge with the mathematical mirror system.

It is precisely because of a bridge that the mathematical mirror system hidden in the shadows was discovered. Therefore, if you want to study the mathematical mirror system, you must study Wang Ning's conjecture.

Compared with the more vast and mysterious mathematical mirror system, the study of Wang Ning's conjecture is simpler.

It has been more than three months since the publication of Wang Ning's conjecture, and during this period of time, scholars have not been idle, and they have been studying Wang Ning's conjecture in combination with what Wang Ning revealed in the journal "Mathematics". Even some gifted scholars have been able to construct models of Wang Ning's conjecture.

Building a mathematical model is an important thing to do, and it basically works like the experimental process of a scientific experiment. No matter what kind of scientific experiment, whether it is great or small, as long as it is published in a magazine, it must pay attention to a new process, that is, repeating the experiment.

Strictly speaking, after a great scientific discovery is published, it can only be regarded as the first step, and the second step is to see if other scholars can repeat the experiment and finally reach the conclusion of the publication.

Only if the experiment can be repeated will those great discoveries be recognized, otherwise, the greater the discovery, the more incredible the experiment, the greater the probability of being rejected in the end.

Without him, there are too many accidents in the laboratory, maybe a wrong operation, a careless action, or even a little more wind, a little air, and the final result is not the same. This difference may reveal a lot of things, but it is not necessarily the purpose of the researcher's experiment.

Chance cannot be found in research, and there are also deceptive experiments among researchers.

The reason why it is a deceptive trial is because the researcher does not conduct the test at all, or only conducts a part of the test, and then gives the results. As for the real experiments, they couldn't do it themselves.

Trials and research findings that cannot be replicated are difficult to prove as real findings.

Wang Ning's conjecture was the same, he himself said that it was useless to find Wang Ning's conjecture. Even if he told all the details, even if he made all the processes clear, it didn't make much sense. Only after the second scholar discovers the same field and discovers Wang Ning's conjecture will Wang Ning's conjecture become the truth, otherwise, it can only be regarded as a theory.

Someone was able to construct a mathematical model, which naturally shows that Wang Ning's conjecture is not blind thinking, but has evidence, and it has become great.

Correspondingly, after constructing the model of Wang Ning's conjecture, scholars will be able to study Wang Ning's conjecture more simply, as long as they observe step by step, observe every point and every line clearly, and finally get the desired answer.

Those are the real core of Wang Ning's conjecture, and once the core is mastered, Wang Ning's conjecture is no longer a secret.

Similarly, they only understood the reason for the emergence of Wang Ning's conjecture, and as for a deeper explanation, they still need to work hard.

With the emergence of Wang Ning's second conjecture, it directly increased the difficulty of analyzing Wang Ning's conjecture. It is regarded as another ring on Wang Ning's conjecture, if you want to analyze and study, you must study more rings, until the part that coincides with the analysis. After solving everything, Wang Ning's guess is not a secret.

Even so, compared with the clueless mathematical mirror system, Wang Ning's conjecture is still slightly simpler, starting from Wang Ning's conjecture, it can approach the mathematical mirror system step by step, which is basically recognized by the academic community.

As for how to analyze it, how to find out the hidden secrets step by step and turn them into your own results. There are still ways in the academic world, and they are also scholars, and they also have their own pride. (To be continued.) )