At this time, a bunch of journalists flocked to Figali.

"Professor Figali, your research field is similar to that of Professor Brende, and you have thrown out new results today, are you sure about yourself?"

"Professor Figali, do you think you have a chance of winning the Fields Medal?"

Figari attracted much attention, and he answered reporters' questions with ease.

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

This was followed by a one-hour presentation by German mathematician Simon Brende, who received his PhD at the age of 20 and had already given presentations at two congresses.

The talented and backgrounded Brende has survived a long time to this day, and he is 39 years old this year, and he participated in the competition for the Fields Medal for the last time.

Similar to Figari, Brende's research area is differential geometry + partial differential equations, and he completed a one-hour report very calmly, which was his research work a year ago and has long been well known to the mathematical community.

Brende, who eats his old book, ranks first in Faltins' prediction system and is the biggest favorite to win this year's Philippine Awards.

"Brende is in a stable state of mind, Figari is aiming to fight back, and the two of them are the biggest rivals and may both have a chance to win the Philippine Award. Shen Qi left the lecture hall, and he came with confidence, but he was a little apprehensive at this time.

Second day of the meeting.

Shen Qi and Ou Ye came to the lecture hall hand in hand, and he will give a report on "The Proof of the Riemann Conjecture and the Supplementary Theorem of Riemann's Theorem" today.

Mary, Jonas, Muller, Faltins, Lyndon Strauss and other Princeton personnel were postponed.

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

The lecture hall was full, and there were three 1-hour speakers today, in the order of presentation, Joseph Ayub, Pete Schultz, and Shen Qi.

First up on the stage was the French mathematician Joseph Ayoub, who is also 39 years old this year from the École Supérieure de Paris.

Ayyub, who specializes in algebraic geometry, reported "the latest research results of Ayyubid identities".

Even though this latest research result is similar to that of two years ago, Ayub is still well received and sought after by the mathematical community.

Ayub is a character similar to Shinichi Mochizuki, but his theories are easier to understand than Shinichi Mochizuki's.

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

"The latest research results of Ayubid identity", more than 120 mathematicians around the world can read and understand, so Ayub won the Fei Prize is very high, second only to Brende.

It's very simple, if you want to win an award, then your research must be understood by the judges.

“...... Our goal is to establish a unified mathematical program, which is expected to be achieved within 20 years, thank you, and my report is complete. ”

Ayub finished his report, and the audience applauded thunderously, and many mathematicians stood up and applauded, looking excited.

Ayyub claims that he has studied the "Ayyubid identity" for nearly 20 years and is 50% progressive. He will continue to spend 20 years completing the "Ayyubid Identity" once and for all.

Once the mathematical system based on the "Ayyubid 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, that is, to establish a unified mathematical program and unify the mathematical community.

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

Twenty years from now, fifty years from now, one hundred years from now, if theory can't support the rapid development of applied science, mathematics will be reduced to a mediocre subject, or even die.

Li Chai, Gechai, Huo Chai, and Fermat's theorem are all individual cases that can be used to win the Philippine Prize, but they are not the ultimate goal of aspiring mathematicians. Great unification is.

After Ayub stepped down, Pete Schultz came to power.

Pete Schultz has long hair and is a handsome German.

Ou Ye clenched his little fists and said condemningly: "Scumbag." ”

Glancing back at Mary, Oye expressed sympathy.

Schultz began to report that he wrote a paper in graduate school that constructed a new mathematical framework that was considered one of the most promising frameworks for algebraic geometry in the coming decades.

The 32-year-old Schultz has won 12 mathematics prizes in a few years, and it is said that Schultz will become a leading figure in algebraic geometry in the next few years.

Schultz is just one Fields Medal away from presenting on "the study of the Hodge conjecture".

Three months ago in Edinburgh, Schultz had reported on the "study of the Hodge conjecture".

The Hodge conjecture is an algebraic geometry puzzle that is recognized as the most difficult of the seven millennial puzzles.

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

The millennial problem is not Shen Qi's private asset, and if people want to solve the millennial problem, Shen Qi can't stop it.

“...... Without the geometry of figures, Hodge conjectured, it took me three months to draw only one diagram. Schultz switches to the next page of PPT, this picture is the new research result, and it is his only gain in the past three months.

A pattern is displayed on the large screen, with two shell-like curved surfaces connecting each other after making a circle around the origin.

Schultz used algebraic multi-valued functions to create this distorted figure that could not exist in real three-dimensional space.

Wow!

The audience erupted in exclamation.

This was followed by prolonged applause.

“...... I predict that there are five to seven more sets of similar graphs, and I am eager to find them in three years, thus completely solving the most difficult Hodge conjecture in the millennial puzzle, thank you, my report is over. ”

Scholz bowed and stepped down, and his report was a success.

Shen Qi's face was solemn, but he also had to admire Schultz's genius level.

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

"Figali fought back with all his might, Brende was as steady as an old dog, Ayub opened and closed, and Schultz challenged Hochai. There are many masters in the international mathematics community, so let it be. "Shen Qi has already thought about it, telling his own topic, telling his own story, it's enough, the ending or something, it doesn't matter.

Ou Ye, who was beside her, noticed Shen Qi's little nervousness, she held Shen Qi's hand, and said softly: "I believe in you, I support you." ”

"A must. Shen Qi smiled, brushed his shirt, and Ou Ye helped him adjust the tightness of his tie.

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

Applause rang out, and Shen Qi walked onto the podium under the gaze of everyone.

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

Brende and Ayub reported the results of research from a year or two ago.

Brende is as steady as an old dog with no new ideas, and Ayub's great work is halfway completed, and there is no final conclusion yet.

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

Regarding the Hodge conjecture, Schultz has only completed a little bit and again has no final conclusion.

Figari made a big move, and he published his latest research, 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 the Riemann conjecture, as well as the supplementary theorem of the Riemann theorem, the third expression.

All three expressions are dry goods, and all are conclusive.

Shen Qi began his report in high spirits.