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Chapter 542 Christine's speech, that southerner came on stage?
Christine couldn't believe it.

From childhood to adulthood, all the people she went to invite had never shown up to release her pigeons.

Of course, before this, there had never been anyone worthy of her invitation, and Jiang Nan was the first one.

The result can be...

Last night, I clearly promised well, and today my self-report meeting has already started, but Jiangnan didn't show up...

At first, Christine thought she was wrong, so she kept scanning the bottom.

After going back and forth several times in a row, she was finally sure that the man really didn't come.

"Could it be..."

"Am I that unbearable?"

"Can't get into his eyes at all??"

"I know that the people who met him these days are all people like my teacher, or third- and fourth-grade mathematicians."

"But I'm not weak at all!"

"I'm only 22 years old this year, and I'm about to become a second-level mathematician. In a few years, I will be able to enter the third level..."

"But he still doesn't like me, he doesn't even come to my report meeting, heh, so this is a southerner..."

At this moment, Christine felt really lost in her heart, and almost blew up.

Can understand.

In today's report meeting, she has been thinking all the time, just wanting to prove herself in front of Jiangnan.

I want Jiangnan to know that even though she is not as good as him, she is not weak at all, and she may be able to catch up with him in the future.

Even if they can't catch up, they are at least second in Jiangnan, and they can continue to narrow the gap between them.

After all, Hodge conjectures that it is one of the seven major problems of the millennium, which is as famous as the Riemann hypothesis.

It is much harder than Goldbach's conjecture, twin prime conjecture, ABC conjecture and Zhou's conjecture.

If she can really prove it in the future, she will be a fourth-level mathematician at the bottom line, and she can even become a fifth-level mathematician.

But Jiang Nan didn't come.

This is something she never calculated.

of course.

Christine is not a fragile person either. Under the encouragement of her teacher Pierre, she calmed down after taking several deep breaths.

then……

And so began her speech.

"Gentlemen and ladies, thank you for taking the time to attend my lecture. My topic is "A New Way of Proving Hodge's Conjecture". Please correct me..."

"I won't introduce too much about the basic part of Hodge's conjecture. After all, there is not much time, and my teacher, Professor Pierre, also explained everything in the morning."

"In short, there have been many wrong versions of Hodge's conjecture, such as the wrong version of the integral."

"And the most correct thing so far is: every Hodge class is algebraic. In other words, we can take any Hodge class, no matter how weird it is, and we can transform it into a subcluster."

"And it turns out that Hodge's conjecture is true in low-dimensional space, which has been proved by Lefschetz, and in the past few decades, some other dimensions have also been proved, but under very strong additional assumptions."

"so!"

"Hodge's conjecture has fallen into a deadlock!"

"But I was watching the complete versions of "Jiangnan-Twin Prime Theorem", "Jiangnan-Zhou's Theorem", "Jiangnan-Goldbach Theorem", "Jiangnan-ABC Theorem" and "Jiangnan-Riemann Theorem" given by Professor Jiangnan After the proof process..."

"I found a very interesting place, which is also the common ground of the five conjectures into theorems."

"That is……"

"Professor Jiangnan created five new methods to demonstrate five conjectures."

"Among them, the twin prime number conjecture set the "finite field", Zhou's conjecture exercised the reverse mathematical induction method, and the ABC conjecture established a "modular curve of the Klein surface", through the prime number spiral, and then solved the problem in the space of the global movie algebraic varieties, and the Goldbach and Riemann Hypotheses created..."

"By this, I also understand a truth..."

"That is, if Hodge's conjecture is to be proved, it also needs a new method, or a new idea."

"And after summarizing finite fields, reverse mathematical induction, and establishing new modular curves, etc..."

"I found out that it might be possible to demonstrate Hodge's conjecture by setting a xxx..."

With Christine speaking begins.

The huge lecture hall instantly became silent.

The only thing that can be heard is Christine talking on the stage, accompanied by the sound of chalk on the blackboard.

That's right.

While explaining on the side.

Christine also moved her hands and began to write her new setting to prove Hodge's conjecture on the prepared blackboard.

I can tell.

Christine has a deep understanding of the Hodge conjecture.

And similarly, she also has a deep understanding of the five conjectures proved by Jiangnan.

It is worth mentioning that……

It is no wonder that even his teacher Pierre is not clear about Christine's new ideas. It turns out that the former was also inspired by Jiangnan's five major conjectures, and he was inspired not long ago.

To be precise, it's not mature yet, it's just a new setting, which directly proves that Hodge's conjecture is impossible.

But many people present, after listening to Christine's exposition and explanation, their faces were filled with thought.

Although Christine's new setting is a proof born out of Jiangnan's five major conjectures, and the result of Hodge's conjecture cannot be obtained for the time being, it does not mean that it is meaningless.

to the opposite.

This new setting makes a lot of sense.

Ordinary people may not understand it.

But anyone who has studied Hodge's conjecture found that Christine's new setting is very reasonable.

Including his teacher Pierre, they all felt that the discovery of his student may have a very great inference to Hodge's conjecture and gave him a lot of inspiration.

Even if the Hodge conjecture cannot be proved.

But at least it can make me go one step further in the proof of Hodge's conjecture, one step closer to the end.

Before this.

Everyone said that they wanted to prove Hodge's conjecture. This world might be impossible, at least in the next century.

But now...

Pierre felt that if he could make in-depth speculation along the new setting of his student Christine, it would prove that Hodge's conjecture might not be so far away.

It's just that he doesn't have enough time.

He is 79, almost 80 years old, and he doesn't know how many years he can live, and it will only be more than ten years if he dies.

More than ten years of effort is not too short to say the least.

But on the road of mathematics, it is fleeting.

As he grows older, his brain's thinking weakens, and his logic is difficult to keep up with, and his stamina will definitely be exhausted.

His life.

It is estimated that there is no way to prove Hodge's conjecture.

I just don't know if there are other people who can prove the conjecture, such as Emma Christine.

Group reports are 45 minutes.

There is little chance of delay.

As Christine continued to explain on stage, the time passed quietly like running water.

And many people under the stage showed confusion on their faces, obviously they couldn't keep up with their train of thought.

Can understand.

These people definitely didn't come for Christine's explanation, but for his popularity and appearance.

If they didn't study Hodge's conjecture in depth, they would be as pure as a piece of white paper now, and it would be strange if they could understand it.

After all, not everyone is like Pierre, Lu Chengzhou, and Miles, who can sometimes frown, sometimes close their eyes and meditate, and sometimes brighten their eyes.

And right now.

The report meeting finally came to an end, too.

Emma Christine began to speak the closing words.

"The setting of xxx is based on several new methods taught by Professor Jiangnan, and I realized it."

"Although there is no direct proof of Hodge's conjecture, it can be demonstrated from the side. Personally, I think it has a great impetus to Hodge's conjecture, but everyone needs to continue to work hard!"

"Okay, my report is coming to an end, and there are still a few minutes left, everyone can ask questions..."

that's it.

Christine's report is over.

As for asking questions, they are just procedural words, and it is impossible to really ask questions.

After all, many people didn't understand what Christine said, and those who understood were calculating in their hearts. How could they have time to ask questions?

And there is one more point.

The question is right, it may make Christine unable to step down, which is equivalent to deliberately making things difficult for others.

Ask the wrong question, and you'll make yourself look bad.

Therefore, at this kind of report meeting, most people will not ask questions, but will only give encouraging applause to the people on the stage.

But just when everyone was about to raise their hands and applaud, someone in the audience suddenly pushed away the crowd and quickly walked onto the podium.

(End of this chapter)