I Just Want to Be a Quiet Top Student

At this time a bunch of reporters flocked to Figali.

"Professor Figali, your research field is similar to that of Professor Brende. You have released new results today. Are you sure about yourself?"

"Professor Figali, do you think you can win the Fields Medal?"

Figalli has attracted a lot of attention, and he answered reporters' questions with ease.

Shen Qi returned to the report hall, he will give a report tomorrow.

Then German mathematician Simon Brende gave a one-hour report. He received his doctorate at the age of 20 and had given reports at two conferences before.

Brende, who has talent and background, has survived for a long time until today. He is 39 years old and is competing for the Fields Medal for the last time.

Similar to Figali, Brende's research field is differential geometry + partial differential equations. He completed the one-hour report very calmly. The content of the report is his research results a year ago, which has long been known by the mathematics community.

Brende, who lives on his laurels, ranks first in Faltins' prediction system and is the biggest favorite for this year's Philippine Awards.

"Brende's mentality is stable, and Figali is determined to counterattack. The two of them are the biggest competitors, and they may both have a chance to win the Philippine Award." Shen Qi left the report hall, and he came full of confidence. I was a little apprehensive.

Second meeting day.

Shen Qi and Ouye came to the lecture hall hand in hand, and he will give a report on "Proof of Riemann Hypothesis and Supplementary Theorem of Riemann Theorem" today.

Mary, Jonas, Muller, Faltings, Linden-Strauss and other Princeton personnel were adjourned.

Three Chinese mathematicians including Gong Changwei, Yun Wei, and Xu Yang sat next to their junior student Shen Qi and called Shen Qi at close range.

The lecture hall was full, and three 1-hour reporters appeared today. The order of reports was Joseph Ayub, Pete Schultz, and Shen Qi.

The first to appear on the stage was the French mathematician Joseph Ayub, who is from the Ecole Normale Supérieure de Paris and is also 39 years old this year.

Ayub focused on algebraic geometry, and he reported "the latest research results of Ayyub's identity".

Even though this latest research result is similar to the result two years ago, Ayyub is still praised and sought after by the mathematics community.

Ayub is a figure similar to Mochizuki Shinichi, but his theory is easier to understand than Mochizuki Shinichi's.

Mochizuki Shinichi's famous essay is said to be understood by only twelve people in the world.

More than 120 mathematicians around the world can understand and understand the "latest research results of Ayyub's identity". Therefore, Ayyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyyier

This is a very simple truth. If you want to win a certain award, then your research results must be understood by the judges.

"...Our goal is to establish a unified mathematical program. This goal is expected to be achieved within 20 years. Thank you, my report is over."

When Ayyub finished his report, the audience applauded thunderously, and many mathematicians stood up and applauded excitedly.

Ayyub claimed that he had studied the "Ayyub's identity" for nearly 20 years, and the progress was 50%. He will continue to spend 20 years to completely complete the "Ayub identity".

Once the mathematical system based on the "Ayub identity" is established and the mathematical program is perfected, the unification of mathematics is just around the corner.

Those who study algebraic geometry have a great dream, which is to establish a unified mathematical program and unify the mathematical world.

Shen Qi was also applauding vigorously, he knew in his heart that unification is the way out for the future of mathematics.

Twenty years later, fifty years later, or one hundred years later, if theory cannot support the rapid development of applied science, mathematics will become a mediocre subject, or even die.

Li Guess, Ge Guess, Huo Guess, and Fermat's Last Theorem are all individual cases, which can be used to win the Philippine Prize, but they are not the ultimate goal of ideal and aspiring mathematicians. The Great Unity is.

After Ayyub stepped down, Pete Schulz took over.

Pete Schulz is a handsome German with long hair.

Ouye clenched his fists and said condemningly, "Scumbag."

Looking back at Mary, Ouye expressed sympathy.

Schultz began to report that he wrote a thesis when he was studying in graduate school and constructed a new mathematical framework, which is considered to be one of the most promising frameworks in algebraic geometry in the next few decades.

The 32-year-old Schultz has won twelve mathematics awards in a few years. The outside world estimates that Schultz will become a leader in algebraic geometry in the next few years.

Schultz is only short of a Fields Medal. In this report meeting, he reported "Research on the Hodge Conjecture".

Three months earlier in Edinburgh, Schulz had reported on "A Study of the Hodge Conjecture".

Hodge's conjecture is an algebraic geometry problem, recognized as the hardest of the seven millennium problems.

"Geometry without figures" is another name for Hodge's conjecture.

The Millennium Problem is not Shen Qi's private property, and Shen Qi can't stop people from trying to solve the Millennium Problem.

"...Geometry without figures, Hodge conjectured, I spent three months and only drew one picture." Schultz switched to the next page of PPT. This picture is a new research result, which is His only gain in three months.

A pattern is displayed on the big screen, two shell-like curved surfaces are connected to each other after turning around the origin.

Schulz used algebraic multi-valued functions to make this distorted figure that cannot exist in real three-dimensional space.

Wow!

The whole audience erupted in exclamation.

What followed was prolonged applause.

"...I predict that there are five to seven groups of similar graphics. I am eager to find them within three years, so as to completely solve the most difficult Hodge conjecture in the millennium puzzle. Thank you, my report is over."

Schultz bowed down and his report was a success.

Shen Qi looked solemn, but he had to admire Schultz's genius level.

Schultz obtained the preliminary research results of Hodge's conjecture and was at the forefront of the world.

"Figali counterattacks with all his strength, Brende is as steady as an old dog, Ayyub is open and closed, Schulz challenges Huo Guess. There are so many masters in the international mathematics world, let it be." Shen Qi has already thought about it , It is enough to tell one's own subject and tell one's own story, the ending or something, it doesn't matter.

Ouye beside her noticed Shen Qi's slight nervousness, she held Shen Qi's hand, and said softly, "I believe in you, I support you."

"Must." Shen Qi smiled, smoothed his shirt, and Ouye helped him adjust the tightness of his tie.

Moderator: "Next, I would like to invite Shen Qi to report "The Proof of the Riemann Hypothesis and the Supplementary Theorem of Riemann's Theorem"!"

Applause sounded, and Shen Qi stepped onto the podium under the gaze of everyone.

Although the ending doesn't matter, Shen Qi's confidence is enough.

What Brende and Ayub reported were the research results of one or two years ago.

Brende is as stable as an old dog and has no new ideas. Ayyub's great cause of opening and closing is half completed, and there is no final conclusion.

Schulz is a very strong competitor, and his important achievement recognized by the mathematical community is the new algebraic geometry framework published a few years ago.

Regarding Hodge's conjecture, Schultz has only completed a little bit, and there is no final conclusion.

Figali made a big move. He published the latest research results, an important theorem of partial differential equations.

But this partial differential equation theorem is slightly inferior to Riemann's theorem.

Shen Qi's greatest academic capital is that he holds the two core expressions of Riemann's conjecture and the supplementary theorem of Riemann's theorem, namely the third expression.

The three expressions are all dry goods, and all have conclusions.

Shen Qi started his report energetically.