The Military-industrial Scientific Research System of the Academic Master Chapter 832

Chapter 832 Revealing the Shape of the Universe

"Of course, old friend. You are the head of this institute, and this should be your job."

Lenton Clay replied with a smile almost without thinking.

but.

Immediately afterwards, his tone became serious:

“I only have one request, and that is to be quick.”

“The Millennium Mathematics Conference will be held next month. If we want to catch up to participate, then no matter what, we must start building public opinion before this month, otherwise it may be difficult to get an invitation.”

And Arthur Jeff frowned.

As a professor of mathematics, he has shown considerable genius attributes since he was a child.

˜Basically all the math exams from childhood to adulthood are full marks.

In this way, he entered Harvard University smoothly.

Then the sky fell.

Soon he realized that there was a gap between genius and genius.

As the famous saying goes - every water cooler keeper in the NBA is Michael Jordan in his or her own life.

Every scumbag at Harvard is also a genius in his or her own life.

Unfortunately, Arthur Jeff became one of them.

Of course, it is indeed an exaggeration to say that he is a scumbag.

After all, after graduating from Harvard, Jeff stayed at the school to teach and was promoted to professor.

It can even be considered as crossing the threshold of “mathematician”.

But that's all.

After so many years, he has already had a clearer understanding of himself—

It is already relatively difficult to achieve a reputation in history by relying on serious academic achievements.

You can only use some swords to take a more eccentric approach.

Hence, he must consider whether this will be his only chance in this life.

Millennium Math Puzzle.

There is a one million dollar reward for each solution.

Gimmicks are enough.

Even people who don't understand mathematics can at least understand the value of one million dollars.

The only problem is academia.

ˆIf the chosen problem is not of high enough theoretical and practical significance.

Perhaps it's simply not difficult enough. Within two years of your release, people have cracked all three, five, and two.

That can indeed leave a name in history.

Just leaving a name in the image of a clown.

Hence, one must be cautious enough in this matter.

After thinking for a while, Jeff came up with a compromise plan:

“Anyway, it's just to build momentum. Just publicize the million-dollar reward. As for the specific reward list, we can leave it in suspense and wait until the conference to announce it. This may have a better effect.”

"fair enough."

Lenton Clay follows the good deeds:

"But at least the quota must be determined first. I mean, set up a total of several bounty questions. You just said that there may not be 23 questions left for me now."

In fact, if possible, he wanted to completely replicate Hilbert's operation.

But since the objective conditions do not allow it, then if you are only one or two less than the opponent, you will actually be inferior.

It's better to have less and achieve the effect of making things more valuable when they are scarce.

“Then…seven?”

Jeff gave the answer quickly this time.

In fact, he has already determined about five to six questions in his mind. The reason why he chose 7 is because in many European and American cultures, 7 is a number with special meaning.

Since you want to speculate, you must have enough factors.

"Ok, deal."

Clay nodded:

"Two days later, an announcement was issued in the name of the Clay Institute's Scientific Advisory Board, saying that in order to promote the development and application of mathematical theory, we decided to spend US$7 million to offer rewards to seven mathematical puzzles around the world... "

In the 1980s and 1990s, especially in the early to mid-1990s, the Chinese media paid almost pathological attention to foreign news.

It is not the kind of thing where big things happen abroad and then you pay attention to them.

But whether something happens or not, you should pay attention to it.

Even some media with official background will report some foreign trivial matters with added interest.

You can say that this is because of the unfamiliarity with the outside world after the initial opening up. Of course, you can also say that it is because of the stinky feet of foreigners.

At the turn of the century, although thanks to Chang Haonan's changes to the timeline, some Chinese people's filter on foreign countries, especially the United States, is a bit broken.

But on the other hand, due to the changes he made to the timeline, the accumulated emotions among Chinese people were also much weaker. After all, what happened in early 1996 has been a long time ago.

The successful entry into the WTO at the beginning of the year has rekindled some people's illusions about the West.

In short, although the situation has improved compared to the 1990s, big things like "reward of US$7 million" still spread quickly to the country.

The efficiency is comparable to that of the self-media era more than 20 years later.

It's just that Chang Haonan didn't pay attention at the first time.

When Tang Lintian excitedly ran to the computing center with the newspaper to find him, he only got the answer "Professor Chang closed the door to thank guests and is concentrating on solving key problems"—

After Chang Haonan brought Li Yabo back from attending the certificate collection celebration ceremony in Shanghai, they got into the computer room.

For more than half a month, apart from occasionally going out to eat, I even slept inside.

Because, the Ricci flow truncation method that has been searched for through supercomputing has produced results.

Perelman successfully gave two lemmas that lead directly to the canonical field hypothesis and the long-term existence hypothesis.

That is, assuming M is a three-dimensional compact simply connected manifold, it is easy to know that it is orientable, and the metric on any given M is normal through scaling, and then this normal metric is used as the initial value. , you will definitely get surgical Rich flow.

Next, as long as it is proved that the solution can disappear in finite time, it can be deduced from the simple connectivity of M that M is diffeomorphic to S^3.

That is [Theorem 1] in the entire proof process.

Poincare Conjecture - Any simply connected, closed three-dimensional manifold must be homeomorphic to a three-dimensional sphere.

The fact that "the solution can disappear within a limited time" is exactly the result that Chang Haonan needs supercomputing to help him find.

In other words, this proof has closed the loop.

Even compared to the series of proofs given by the previous Perelman between 2002 and 2003, it is a step further.

Because, Chang Haonan also dealt with the problem of "singularity points" in Ricci flow during the proof process.

It can be regarded as directly capping the skyscraper in the field of mathematics called Poincaré's conjecture.

Looking at the content on the draft paper in front of him, Chang Haonan let out a long sigh of relief.

He believed that Perelman, 6,000 kilometers away, should be doing the same thing as him.

Furthermore, the progress is almost the same.

He picked up a cup of strong tea from the side and took two sips.

In the past, Chang Haonan basically only drank plain water.

But in the past few days, he discovered that tea can indeed bring about a refreshing effect.

I just picked up some from Tang Lintian a few days ago, so I got into it.

“It can be regarded as blocking the way for later generations...”

Taking into account the proof process of Chang Haonan and Perelman, if it were broken down, it would be possible to produce about ten or twenty papers at the level of the "Annals of Mathematics".

Wrong…

Even though it is in the Annual Journal of Mathematics, it cannot be said to be water.

In short, it leaves future generations with nowhere to go in this direction.

At least for now, Chang Haonan can say with great confidence:

No one knows topology better than me…

He didn't come back from his thoughts until the new email notification sounded.

From Perelman.

【How do you think we should publish the entire proof process? 】

This is the first email between the two that does not mention any academic issues since they met.

But it shows beyond a shadow of a doubt that—

The other party also succeeded.

Two people cross-checked each other's results and ultimately came to the same conclusion.

This basically avoids the mistakes of Alfred Whitehead or Papa Chiracopoulos.

Both of them thought they had proved the Poincaré conjecture, but in a short period of time, their mistakes were discovered from the beginning of the proof.

As for the issues mentioned in the email...

In the last life, Perelman, who solved this problem alone, chose to disclose it directly to the world.

To be honest, just half a year ago, Chang Haonan, who had just dabbled in the Poincaré conjecture, still didn't quite understand what the other party was thinking.

But now.

Faced with nearly a hundred pages of proof process.

Facing nearly a century of ups and downs from 1904 to the present.

He actually had the same idea...

Chang Haonan touched the keyboard with both hands.

A string of characters appears quickly on the screen:

Our work is to describe the specific appearance of the four-dimensional universe in the three-dimensional world. Such achievements that span dimensions should naturally not be bound by a specific journal. 】

　　【Therefore, I suggest that you skip those publishing houses and publish it directly to the whole world in a completely open form! 】

(End of this chapter)

Chapter end

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