Mr. Faltings once said that if Qin Ke and Ning Qingyun can perform well at the International Congress of Mathematicians, they can increase the probability of winning the Fields Medal, but this is only for published academic work.

The results are packaged and reported. For the fifth set of expressions of the Riemann Hypothesis that has not yet been announced, it is too late to make an on-site report at the International Congress of Mathematicians.

A paper that has not been officially published in a professional journal will not be able to convince the public, even if it is published at the top mathematics event such as the International Congress of Mathematicians, and the audience has no objections.

Because the report is only one hour long, it is simply unrealistic and impossible to expect the audience to completely follow the speaker's rhythm and confirm that the proof process of a world-class major conjecture is completely correct in such a short period of time.

Especially in pure mathematics, the number of top masters is not that large. It is estimated that only a few mathematicians in the room can fully understand it, let alone judge its correctness.

Therefore, the normal procedure is to submit the manuscript to an academic journal first, and then the top mathematics masters of the review team will slowly and carefully study each line of calculations to find out whether the logic inside is self-consistent, whether there are problems with the lemma, and whether the derivation is correct.

Only if it is accurate and finally passes the review and evaluation with unqualified opinions can it be initially recognized by the world.

Then find a large-scale academic conference, or hold a special report meeting, and clearly answer all the questions of the questioners. Only then can you be truly recognized by the entire academic community.

Of course, like Qin Ke's proof of Goldbach's conjecture, it is also possible to submit manuscripts and academic reports at the same time. This requires you to be very confident in your academic results.

For Qin Ke, since there is hope that the last set of expressions for the Riemann Hypothesis can be derived in the short term, why not try hard and follow the normal publication process?

Whether it’s for the Fields Medal or for his original aspiration in mathematics!

Yes, number theory is the purest mathematics, or its significance is not as obvious as applied mathematics, but its existence is a testimony to the original intention of mathematics enthusiasts.

As the top crown in number theory, the Riemann Hypothesis is regarded by countless people as a goal as great as the unification of mathematics!

A generation of algebraists, including Faltings, were haunted by this soul system!

Before his sudden death a few years ago, the 89-year-old Fields Medal winner Sir Michael Atiyah was still thinking about the proof of the Riemann Hypothesis!

Even Albert, the God of Mathematics, said before his death that if he were to be reborn in the future, the first sentence he would speak would definitely be asking "Has the Riemann Hypothesis been proven?"

As soon as he thought of the opportunity to win the top crown in the world of number theory, Qin Ke couldn't suppress the restlessness in his heart.

So when the bright moon hung high in the night sky, in order to enter the world of inspiration, Qin Ke started running on the sports field of MIT, covered in silver moonlight and faint starlight.

Unless he can find the most correct key to the end of the Riemann Hypothesis in his mind, Qin Ke will never stop!

Compared with domestic universities, MIT's sports ground is still very lively at night, and you can see students playing sports everywhere.

MIT is on vacation at this time, but because of the AMS Steele Award academic lecture, many students returned to school early or never left school at all, just to listen to this rare mathematics academic lecture.

Therefore, you can still see many sports-loving students exercising on the sports field at night, and most of them are running.

Shailene Holden is one of them.

As a second-year graduate student in the Department of Mathematics at MIT, Holden has always been fond of long-distance running. It is said that ever since the miracle boy from the East repeatedly conquered world-class conjectures through long-distance running, the sport of long-distance running has become very popular and has become popular in academic and academic circles around the world.

In the student circle, many students always like to run long distances when they encounter thinking bottlenecks, and even the proud students at MIT are no exception.

But Holden really likes long-distance running. He has discovered that long-distance running can make a person's thinking active since he was a child, especially after the whole body is exhausted and the brain goes blank, the soreness of the muscles begins to become numb, and even the breathing in the chest becomes numb.

When it becomes regular, your thinking will gradually become more flexible than usual, and many wonderful ideas will emerge.

Years of long-distance running has made Holden a rare long-distance runner in school. He can even run a full marathon in four hours.

Holden's running tonight was different from usual. In the past, he only ran about five kilometers. The weather tonight was very good, neither cold nor hot, and the night breeze was very comfortable. So Holden set a goal for himself and finished the run in 1 hour and 45 minutes.

Half marathon, that is, half marathon.

The duration of 1 hour and 45 minutes is basically close to the one and a half hour standard for professional athletes, which is considered very good among amateur athletes. Holden has always been very proud of this.

But not twenty minutes after he started running, Holden was surprised to find a black-haired boy passing him again.

If it was just a normal pass, Holden might not care. The problem is that this dark-haired boy has passed him three times in a row!

This means that the black-haired boy raped him at least three times!

Although Holden must keep moving at a constant speed in order to maintain his strength, and the speed is not very fast, but Holden has never encountered a boy who can trap him three times in a short period of time.

And he also noticed that the black-haired boy's skin seemed to be yellow, and he was Asian, not the African-American who he thought was best at marathons.

It's a pity that this boy always surpasses him. He can only see the boy's hair and the skin color exposed under the short-sleeved sweatshirt from behind, but he can't see the boy's face. He can't tell whether he is Japanese, Han, or Han.

Xia people, Yuenan people - of course, the looks of Eastern people are similar in Holden's eyes. He can only judge from the boy's height of about 1.8 meters that he doesn't look like a Japanese or Han person.

This chapter is not finished yet, please click on the next page to continue reading the exciting content! Holden became curious and paid more attention.

The next time the boy overtook him again, although Holden couldn't see his appearance clearly, he noticed that there was a strong man running with him on the track, and the running with him was a relay type. Every time he ran,

I changed my escort.

Holden became even more curious. He guessed that this rotation system was implemented by the runners in order to preserve enough physical strength to cope with emergencies.

It's strange. Is this black-haired boy the heir to a big family? Or some kind of big shot? He's actually accompanied by bodyguards.

Holden also accidentally noticed that there was an Oriental girl with long black hair next to the runway, who had been staring at the black-haired boy running up. Under the lights on both sides of the runway, the Oriental girl's delicate and picturesque appearance made Holden

It looked a little dazed.

Even though there are differences in aesthetics between the East and the West, there is no big deviation in the judgment of beauty. Holden feels that this fair-skinned and beautiful girl should be the most beautiful girl he has ever seen... It just feels a bit familiar...

After running for another lap, Holden saw the girl again. The girl's starry eyes were still closely following the running black-haired boy, with an unconcealed expression of concern and nervousness.

This time Holden suddenly remembered that this girl was Ning Qingyun, a famous young mathematician from Xia State who was known as the "Magic Girl"! He was so far away at the Steele Award Ceremony two days ago.

I had seen her on the podium and receiving the Steele Award medal and certificate together with another boy from Xia Kingdom. But at that time, Ning Qingyun was wearing a dazzling dress. At this time, Ning Qingyun changed

Wearing ordinary clothes, she looks quiet, delicate and pure.

Wait, if this oriental girl is Ning Qingyun, then the black-haired boy she is looking at...

Holden followed Ning Qingyun's gaze and looked back, only to see the black-haired boy almost catching up with him. This time he could see clearly that it was indeed Qin Ke, the "miracle boy" of Xia Country!

Qin Ke is actually running too? And... this is the sixth time he has passed him, right?

That’s six full laps! 2,400 meters!

Holden ran less than ten kilometers and was actually trapped six times! Moreover, Qin Kelian's breathing was very even, and there was no sign of exhaustion at all!

This is simply unbelievable. Holden thinks he is a good long-distance runner, but he still can’t run nearly ten kilometers at Qin Ke’s speed!

This guy... I'm afraid he can break the professional athlete record of about one hour and fifteen minutes when running a half marathon!

Holden couldn't help but feel a sense of competition. He subconsciously quickened his pace and chased after Qin Ke - no matter what, he couldn't let this oriental boy trap him this time!

Keeping an eye on Qin Ke, Holden soon discovered that Qin Ke's pace was very stable and he was almost running at a constant speed, but his speed was much faster than ordinary long-distance running.

After running closely after Qin Ke for three laps, Holden began to feel confused and his speed was unsteady.

But Qin Ke still maintained a constant speed!

Holden couldn't bear it any longer. He was filled with horror. This guy's physical ability was really terrifying!

Of course Holden didn't know that when Qin Ke ran the fifteenth lap, his physical fitness had actually begun to decline. But at this moment, he suddenly heard the system prompt in his ear:

"Ding! Congratulations, your sports experience points have accumulated to 1560, and the 'Sports' subject has been upgraded. The current latest level is: LV6! The experience points required to upgrade to the next level are:!"

After nearly two years, Qin Ke's sports level finally accumulated enough experience and broke through to a new level.

As the system beeped, Qin Ke's physical fitness and athletic ability increased by 1.1 times in the next moment, and his physical fitness was restored, as if he had been injected with new energy.

At this time, Qin Ke's physical condition has improved by 1.61 times compared to the original original state! More than 60%!

You must know that Qin Ke has loved sports since he was a child. His physical fitness was originally similar to his sports speciality. After improving by more than 60%, it surpassed ordinary professional athletes, and surpassed him in all aspects of explosive power, physical fitness, and speed!

Coupled with the near-perfect rhythm brought by long-term practice of the Eastern Mysteries, Qin Ke's breathing, which had just become somewhat heavy, returned to its normal frequency, and he still maintained his original running speed.

However, Qin Ke's mind was not focused on running at all. His body was just running based on subconscious inertia, and all his energy was focused on the Riemann Hypothesis.

After running two more laps, Holden finally had to stop, and because his rhythm and breathing were completely disrupted, he could no longer hold on for a long time. It was impossible to achieve his goal tonight, so he could only stop running.

Seeing Qin Ke running away like the wind, Holden had a thought in his mind. Is this guy really running a long-distance race, or does he have to think about some difficult problem?

Not only Holden discovered Qin Ke, but many students who ran together also discovered Qin Ke. After all, I had just seen this oriental boy standing on the podium not long ago - he obviously had an oriental face, but he got the medal representing the United States in mathematics.

The Steele Award medal, the society's highest honor, made MIT students feel particularly shameless, and they also firmly remembered Qin Ke's appearance.

They originally saw that Holden, the famous long-distance running champion in the school, seemed to be competing with Qin Ke in the long-distance running. They all secretly cheered for him, hoping that Holden could beat Qin Ke in the long-distance running. But to their disappointment, Holden

Obviously defeated, Qin Ke was still running on the track, while Holden had stopped.

Watching Qin Ke running in circles, seemingly tireless and never stopping, more and more long-distance running students began to pay attention to this strange oriental boy.

An American reporter happened to be walking on the sports field. When he noticed the commotion among the students and discovered that the focus of attention was Qin Ke, he immediately realized that this might be a big news, so he quickly called his partner's photographer to come over.

As soon as the news spread, reporters from the media kept flocking over. Everyone was curiously paying attention to Qin Ke who was running long-distance. Some people went to interview Ning Qingyun. Ning Qingyun simply said: "Qin Ke

Ke is running, please don't disturb him."

A reporter asked curiously: "Why is Qin Ke running? Is it to make a breakthrough in thinking?"

"That's right, it's related to the Riemann Hypothesis."

"Riemann Hypothesis? Does Qin Ke have the latest results of Riemann Hypothesis?"

Ning Qingyun shook her head and refused to continue the interview. She found that Qin Ke had been running for nearly an hour, but he did not show the look of inspiration as before. She was worried, so how could she bother to accept the interview?

The reporters wanted to ask more questions, but Chen Lan next to them blocked them.

The reporters had no choice but to interview the students around them. When they asked, they found out that Qin Ke had actually run more than 40 laps!

My God, it was at least 16 or 17 kilometers in more than 40 laps! And it only took less than an hour! This speed is almost faster than most marathon runners.

In connection with the "Riemann Hypothesis" mentioned by Ning Qingyun and the rumor that Qin Ke always liked running to prove the conjecture, reporters from all over the world felt that there should be big news here and pointed their cameras at Qin Ke.
To be continued...