I just want to be a quiet scholar

Chapter 270 The most nervous

On the first day of the academic report, Shen Qi listened to several reports as an audience.

Gong Changwei reported the major research achievements he and his team had made in the fields of analytic number theory and algebraic number theory, which won applause and wide acclaim from the audience.

As a candidate for this Breakthrough Prize in Mathematics, Gong Changwei's report performance is very good. He will participate in the International Conference of Mathematicians in a few months and will be invited to give a 45-minute report. He has certain hopes of winning this year's Philippine Prize.

Then Figali reported the remarkable achievements he and his team had made in the fields of elliptic partial differential equations and parabolic partial differential equations, and received rave reviews.

Figali and Gong Changwei, who are expected to split the $300 million Breakthrough Prize in Mathematical Sciences equally, are among the top candidates.

With the research results obtained in the fields of partial differential equations and differential geometry in recent years, people in the circle generally believe that it is certain that Figali will win this year's Phi Award.

Figalli has won three mathematics awards in a row in the past year. If nothing else, this Mathematical Breakthrough Award will be his fourth heavyweight award within a year.

Before the Philippine Awards, there were a lot of heavy mathematics awards. First, Figali and his Princeton team had indeed made indisputable outstanding contributions, which were recognized by the international mathematics community.

Second, Princeton's influence and energy have played a role. They are helping Figali with operations and building momentum.

The goal is clear, and Princeton very much hopes that Figali will win this year's Philippine Award.

The Princeton Mathematics Department in the 20th century was very arrogant. They never advertised or operated, and there was no need for this.

After entering the 21st century, the international situation has become more and more complicated, and the dominance of the Princeton family has been severely challenged.

Wu Baozhu is the most vivid case.

Mathematician Wu Baozhu, who has dual nationality of France and Vietnam, appeared on the "Time" in 2009, so he won the Philippine Award in 2010 as a matter of course.

Wu Baozhu's contribution to the Langlands program is undoubtedly outstanding.

However, we cannot ignore the great energy of the Paris School behind Wu Baozhu. Various reasons contributed to Wu Baozhu winning the Philippine Award in 2010 on behalf of the Paris School.

That year, Hoffman, the hopeful star of Princeton, failed. His research topic was almost the same as that of Wu Baozhu, which was the basic lemma of the Langlands program.

No one has heard of Hoffman, but Wu Baozhu has already achieved fame and was promoted to a generation of masters.

Princeton can no longer be arrogant. Their recent focus is on Figalli and Shen Qi. One in his 30s represents the present, and the other in his early 20s represents the future.

"Professor Figali, your report is wonderful! Your handling of semi-linear equations with independent variables is simply a miracle in the industry." Shen Qi congratulated Figali after the meeting.

"Odd, it seems that you are also good at partial differential equations?" Figali was a little surprised, he asked, "Which direction are you researching?"

"Mathematical physics and algebraic geometry, ordinary differential equations and partial differential equations, algebra and mathematical analysis, topology and logic. Recently, I am more interested in number theory and functional analysis, and have made small research achievements. And Compared with Professor Figali, my small achievement is nothing at all, and you are a popular candidate for the Philippine Award for IMU's 1-hour report with the highest standard." Shen Qi said modestly.

"We'll talk in detail after we return to Princeton." Figali, who had just conquered all the mathematicians in the audience, was frightened by Shen Qi at this moment.

"Qi, if you can achieve outstanding results in these ten fields, I would like to go through graduate school again and choose you as my advisor." Figali patted Shen Qi on the shoulder and left.

After walking a few steps, Figali turned around and said, "Don't spoil your report tomorrow."

The next day, Shen Qi put on the most beautiful clothes and came to the main venue of NASA's mathematics report with great grandeur.

According to the arranged agenda, Shen Qi will be the second to make a report this morning.

The first report in the main mathematics conference is "Inference of the Zero Point Distribution of the Riemann Zeta Function", and the speaker is James Maynard, a famous master of number theory at Oxford University.

In fact, the British master is very young. Maynard has just turned 31 this year. Counting this year, he has three chances to compete for the Fields Medal.

"Sure enough, Maynard is also overcoming the Riemann conjecture." In Shen Qi's impression, he had never seen Maynard's report "Inference of Zero Point Distribution of Riemann Zeta Function", so this is Maynard's report. The team's latest research results.

"There are no more than five top number theory research teams in the world, and Maynard's team counts as one." Professor Muller said that he, Mary, and Jonas were all sitting around Shen Qi.

At this time, Maynard's report officially began, and the audience was silent.

At the beginning, Maynard uses a beautiful asymptotic formula to find the smallest prime number in the arithmetic sequence.

Then, the "Maynard Matching Method" came on the scene. Combining the hyperbolic summation method and the complex variable integral method, Maynard cleverly obtained an important inference of the zero point distribution of the Riemann zeta function.

Yo, Maynard has a trick!

Shen Qi was startled, this Englishman is very powerful, Maynard has quietly improved the "Maynard Matching Method", the improved version of the "Maynard Matching Method" is not inferior to the "Maynard Matching Method" in terms of actual combat effect. Shen's Twins Matching Method".

Different ideas, same goal.

Shen Qi's team and Maynard's team have formed a fierce competition situation, and it depends on who can complete the proof of Riemann's conjecture first.

"My report is over, thank you!" Maynard's report was very successful and won thunderous applause from the audience.

"Fortunately, what Maynard got was just an inference." Professor Muller was relatively calm.

"Just now, my heart was about to jump out!" Mary clutched her chest, feeling like she was alive after a catastrophe: "However, Maynard's inference is weak compared to our two expressions. "

"If Qi doesn't appear, Maynard will become the star of number theory this year." Jonas smiled without any pressure.

Shen Qi took a few deep breaths, and it was his turn to deliver a report soon.

The host said: "Next, I would like to invite Mr. Shen Qi from Princeton University to give a report. The content of his report is "The 'Muller-Shen Theorem' and the Supplementary Proximity Theorem of Banach Space", and "Based on the 'Twin Matching "Proof of the Riemann Hypothesis."

Amid the din of discussions in the audience, Shen Qi stepped onto the report platform, oh, I'll go, such a large international report meeting, I'm a little nervous!

Mathematicians from all over the world are talking about me!

"He really proved the Riemann Hypothesis?"

"There was no sign of trouble before."

"This should be the first public report from the Princeton team."

"If Shen Qi completes the proof of the Riemann Hypothesis, it will be the greatest mathematical achievement so far in the 21st century!"

"As great as Perelman's Poincaré proof!"

"I have always remained skeptical. Such a major research result should not have been silent beforehand."

There were various voices from mathematicians from all over the world, but no matter what, Shen Qi, who had not spoken yet, attracted great attention, far surpassing Maynard who had just stepped down.

This fully demonstrates the importance of the title. Shen Qi's title "Proof of the Riemann Hypothesis Based on 'Twin Matching Method'" is much more compelling than Maynard's title "Inference of the Zero Point Distribution of the Riemann Zeta Function".

"Hello everyone, I will give the report next." Shen Qi adjusted his emotions and tried to calm himself down.

The audience can listen to the needle quietly, everyone is looking forward to Shen Qi's performance.

There are those who hope that Shen Qi's performance will be successful, but there are also those who are willing to watch jokes.

The explosive headlines are certainly eye-catching, but the authentic text is the guarantee to win the hearts of the people.

Shen Qi began to report the official content.

"The 'Muller-Shen theorem' of Banach spaces has been widely recognized by the mathematics community. Everyone is an expert, so I won't go into details. The original text of the paper was published in the "Annals of Mathematics". Interested colleagues can refer to it by themselves."

Shen Qi operated the page presenter to quickly flip the PPT on the big screen, and he completed the 38-page "Muller-Shen Theorem in Banach Space" within 30 seconds.

"This opening remark is too good..." Gong Changwei in the audience laughed speechlessly. This junior brother really has a personality. If you write reports like this, who can understand and understand?Anyway, I was at a loss when I studied number theory, but I can't refute you, Shen Qi, because your "Muller-Shen theorem" was published in "Annals of Mathematics" and has been widely recognized by the mathematics community.

"Okay, next I will briefly introduce the supplementary imminence theorem of the 'Muller-Shen theorem'." Shen Qi has a sense of proportion in his heart, and his stage performance is becoming more and more calm and confident, and he can retract freely.

This is the case, the most nervous when you will pretend or not, once you enter the state of pretending to be one of nature and man, you will have nothing to fear.

(End of this chapter)