For the convenience of Shen Qi, the meeting place of the special academic exchange meeting on "Riemann Conjecture Proof Based on 'Twin Matching Method'" is located in the Princeton Department of Mathematics Building.

On the last day of May, Shen Qi entered a conference room in the mathematics department of the university, where he set everything up, wiped the blackboard clean, and connected the projection equipment to the computer.

Shen Qi attaches great importance to this special academic exchange meeting, and once the experts are satisfied, the "Riemann Conjecture Proof Based on the 'Twin Matching Method'" will be officially recognized by the IMU and the international mathematical community.

What does this mean?

Shen Qi could think of it with his eyes closed, a lot of small achievements, a lot of small points.

It's expected to reach level 13 in one wave.

The door of the conference room was pushed open, and Mary led the 11-figure number theorists into the venue, she made a cheering gesture to Shen Qi, and then exited the conference room and closed the door.

The Grand Jury asked Shen Qi only by name, and Shen Qi greeted the experts with a smile on his face, which was his home field: "Welcome to the Princeton Mathematics Department Building...... Huh, Professor Maynard?"

Maynard, a British mathematician from Oxford University, who does not belong to the Princeton system and is not Chinese, is one of the world's top young number theorists, and he meets the criteria for selection to the jury.

"Hello, Shen, we meet again. Maynard shook hands with Shen Qi.

"Hello, Professor Maynard. Shen Qi also learned now that Maynard was one of the judges.

The 11-digit experts of the Grand Jury came from nine different countries in Asia, Africa and Latin America, Europe, America and Australia, and the head of the delegation was a little white old man, who first introduced himself and spoke English with a particularly strong accent: "I am Vladimir Kabrovsky, from Moscow University. ”

"Hello, Professor Kabrovsky, it's a great honor to meet you!" Shen Qi warmly shook hands with Kabrovsky, this old Russian man is a figure, he has been famous in the mathematical world since the Soviet era.

Kabrovsky was a student of Jimidovich and was involved in the revision of the new edition of the Jimidovich Workbook.

"Jimidovich Exercise Collection" is a set of counting exercises, the head of the Russian little old man is quite comprehensive, and he is proficient in counting points and number theory.

Kabrowski introduced the members of the jury one by one: "Jerry Carrick, a Canadian mathematician, from the University of Waterloo. ”

"Julio Rodríguez, a Brazilian mathematician, is from Berkeley. ”

"Tim Wilson, an Australian mathematician, is from Cambridge. ”

Mia Arsim, an Egyptian mathematician, from the École Normale Supérieure in Paris. ”

Kenji Nakamura, a mathematician at Hiben, is from the University of Tokyo. ”

Roy Sabasin, an Indian mathematician, from the University of Manchester. ”

"James Maynard, it looks like you know each other, so I won't introduce you. ”

......

Eastern Europe, Western Europe, North America, South America, Africa, Asia, Oceania, except for Antarctica, all other continents on the earth sent representatives, and they came from all over the world to gather to test Shen Qi on behalf of the people of the earth.

Wow, the lineup of this grand jury is too luxurious...... Shen Qi was a little excited, the IMU and the editorial department of Acta Mathematica Sinica did a good job of keeping secrets in advance, and Shen Qi knew at this moment that it was the eleven bosses.

Except for Maynard, Shen Qi had never met the other ten bosses before, but the names of these eleven bosses had already been heard, and he had also brushed up on the exercise books they had compiled and edited, cited their papers, and read their monographs.

The Princeton Department of Mathematics sent all the elite of number theory, and had to seconded a number theory guru from the Institute for Advanced Study to compete against the 11-member international number theory jury.

The judging opinions of the grand jury are of the highest authority, and if they approve it, then Shen Qi will be relieved.

After the greetings, we get straight to the point.

Shen Qi knew in his heart that the report of the Scientific Breakthrough Prize in March would be of a show, and today was the real test.

"Professor Kabrovsky, should I state first, or will you ask questions directly?" asked Shen Qi.

Kabrowski said: "Shen, you speak first, and in the course of your statement, we may interrupt you at any time and ask questions. ”

Shen Qi began to play the PPT of "Proof of Riemann's Conjecture Based on the 'Twin Matching Method'", and just after 5 minutes of presentation, someone asked a question.

The first to ask the question was Maynard: "Shen, according to your definition, the R in this page is the remainder of the pole of g(s) between the two perpendiculars σ=-2k-3/2 and σ=3/2, which is the basis for your first expression." Based on our research for two months in a row, we believe that your first expression does not stand up to scrutiny, and that it is contrary to the Hardy system. ”

I knew you would ask!

Obviously, Maynard, you guys have been studying hard for two months, and you came prepared, targeting me, right?

Shen Qi noticed a detail, when Maynard said "we", two of the other 10 experts shook their heads, two agreed, and the other six were neutral.

This shows that there may be disagreements within the jury on this issue raised by Maynard.

The two experts who shook their heads were Cabrowski, the head of the group, and Rodriguez, a Brazilian mathematician, who did not seem to agree with Maynard. On the contrary, Kabrovsky and Rodriguez should support Shen Qi on the issue of system theory.

The two who agree with Maynard are the Australian mathematician Wilson and the Indian mathematician Sabasin, which means that they do not agree with Shen Qi's system setting and are suspicious of Shen Qi's first expression.

The attitude of the other six people was unclear, and they were waiting for Shen Qi's answer.

It is normal for Riemann to conjecture such a big matter, and it is normal for there to be disagreements, arguments, and doubts.

That's why the number of jury members is set to an odd number, so if you can't vote for it.

It's kind of interesting, Maynard, Wilson, and Sabasin are British, Australian, and Indian respectively, and they all teach at prestigious British schools, so they won't be in the same group...... Shen Qi smiled, the main contradiction is obvious, the first problem, it's OK to get Maynard, Wilson, and Sabasin.

"Professor Maynard, I think the Hardy system is outdated. Shen Qi said.

"No, no, no, the Hardy Classics never go out of style. "Maynard was a little unhappy, although he was from Oxford, Hardy was from Cambridge, but leaving the British Isles, whether it was Oxford, Cambridge or Manchester, it was all British.

"I have great respect for Hardy himself, who was an outstanding British mathematician and a teacher of Hua Luogeng, the founder of modern mathematics in China. However, limited to the Riemann conjecture, I think the Hardy system is outdated. ”

Shen Qi insisted on his point of view, he walked to the blackboard, picked up the chalk, and said: "Mathematics knows no borders, truth is always supreme, and I will explain in detail below, the Hardy system is not suitable for the proof of the Riemann conjecture, he is outdated." ”

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Three watches, base exercises, sit down, don't 6.

Also, 5 days, monthly pass, fast cast.