I just want to be a quiet scholar

Chapter 355 Invitation from the Courant Institute

"In order to prove Hodge's conjecture, I designed three boards. The other two boards start with topology and mathematical analysis. The teams from Yanda University and Morningside Mathematics Center are mainly responsible for solving the problem. This joint plan was just decided half a month ago. Yes, but the idea stayed with me for a long time.”

Shen Qi talked about the overall framework of the Hodge Conjecture project. Ralph and Yu Lei felt that this matter was getting bigger and bigger, which was so exciting.

For the next period of time, Shen Qi conducted outdoor academic exchanges with Ralph and Yu Lei on the lawn at the entrance of the mathematics building every day, discussing the project promotion plan and specific technical details.

The thinking became clearer and clearer. Under Shen Qi's careful guidance, Ralph and Yu Lei made rapid progress and were full of energy.

Lectures are given outdoors, and Princeton teachers and students coming and going can see them.

The whole Princeton knew that Shen Qi and his two doctoral students were trying to solve Hodge's conjecture.

At the internal exchange meeting of the Department of Mathematics, Shen Qi reported to the department his general idea of ​​Hodge's conjecture. The leading academic unit is Princeton, and the joint academic unit is Yanda and Morningside Mathematics Center.

There is nothing to hide. Princeton professors are responsible for their own one-third of an acre of land, raise their own funds to carry out academic research, and who they like to cooperate with. The main evaluation indicators for professors in the school are the quality and quantity of academic works and the amount of academic funds. , Number of PhDs.

Shen Qi served Princeton during the day, and returned to the faculty dormitory at night. He secretly studied the theoretical relationship between Riemann's theorem and quantum communication keys. No one could help him, and he didn't need the help of others. It would be even more troublesome if he helped .

Riemann's theorem and the theoretical system of prime number distribution of Riemann zeta function are widely known. Shen Qi explained it in detail in his academic monograph "History of Number Theory". dollars of income.

The Riemann theorem and the theoretical system of the Riemann zeta function prime number distribution, the quantum communication key system, and how to establish an effective mathematical connection between the two systems are important issues facing Shen Qi.

"It's very brain-intensive, this job is challenging." Shen Qi bit his pencil, staring at a pile of chaotic symbols on the draft paper in a daze.

In another corner of the study, Ouye was biting another pencil, her brows were furrowed, and she was brainstorming for her doctoral dissertation.

Shen Qi knew that Ouye's doctoral dissertation was related to the Yesmanovich conjecture, and Ouye also knew that Shen Qi was studying quantum keys in a confidential state.

The two did not ask each other about the specific details of each other's projects, and Ouye asked in vain, as she was not proficient in quantum physics.

Shen Qi also did not give Ouye any hints on the technical details of the Jesmanovich conjecture on the number theory problem.

Because Ouye set up FLAG, she has to complete the proof of the Jesmanovich conjecture by herself.

"Many concepts in quantum physics are completely different from classical physics. There is only one thing in common. No matter quantum physics or classical physics, the mathematical language in it is common." Shen Qi said to himself, as if he had found a glimmer of inspiration.

"Ye guess, positive integer solution, Lucas even number." Ouye murmured, her inspiration appeared.

"I came up with a way to use differential equations as a breakthrough in the quantum theory system to establish a new function expression. It is a bridge and finally connects to the theoretical system of the Riemann zeta function prime number distribution!" Shen Qi I was amazed by this magical pen, shouted happily, and finally found a directional solution. The next thing to do is to deduce and verify.

"Lucas even, standard decomposition, algebraic integer ring!" Ouye was in a brave state tonight, and she knew how to prove the Jesmanovich conjecture!
In the same study room, the research topics of the two have nothing to do with each other. This does not prevent them from doing their own things and making research progress on their respective topics.

A few days after Shen Qi determined the research direction of Riemann's theorem + quantum key, the Courant Institute of New York University called and invited Shen Qi to attend an academic exchange meeting at the Courant Institute. The theme was "Riemann's Theorem And the application of the Riemann zeta function prime number distribution theory system".

The Princeton Department of Mathematics is the temple of basic mathematics, and the Courant Institute of New York University is the center of applied mathematics.

Shen Qi accepted the invitation and came to the Courant Institute of New York University.

The director of the Courant Institute warmly received Shen Qi, and then the "Riemann Theorem Applied Research Group" carried out specific academic exchanges with Shen Qi, and the team leader was American applied mathematician Kevin Starry.

Professor Kevin Starry is an all-rounder in applied fields. He holds a Ph.D.

There were four people sitting in the conference room, Shen Qi, Starry and Starry's two assistants.

Starry said: "Professor Shen, all members of our Riemann Theorem Application Research Group are here, let us enter today's topic."

What are you kidding, the three of you study the application of Riemann's theorem?Too little.Shen Qi felt that Starry was dishonest. According to international practice, the number of research teams engaged in applied research and development is often more than that of basic theoretical research.

Back then, Shen Qi and his team consisted of eight people, and it took one or two years to complete the proof of Riemann's conjecture, and finally renamed Riemann's conjecture as Riemann's theorem.

Now Professor Starry told Shen Qi that the application team of our Courant Institute sent three people to study the application technology of Riemann's theorem.

"OK, Professor Starry, let's get started." Shen Qi said calmly. In fact, he was also very concerned. To what extent has the system been studied?

"Wait a minute, I remembered. I read a paper not long ago. The core idea is that the quantum chaotic system takes all prime numbers as its components. The signed institution is the Courant Institute of New York University. There are three authors..." Shen Oddly enough, one of the authors of that paper is Kevin Starry.

"That's right, it's the three of us." Starry laughed.

"There are no other researchers?" Shen Qi asked.

"Just the three of us, Professor Shen." Starry still kept a polite smile.

Shen Qi showed a look of surprise: "Wow, the three of you are Lujarig, Babe Ruth and Gibera from the Courant Institute, the best team in history!"

Starry and his two assistants laughed loudly: "Thank you for the compliment. It turns out that Professor Shen is also a fan of the New York Yankees."

When you come to New York, if you have nothing to talk about, talking about the New York Yankees is the best choice.Shen Qi was bored just now and flipped through a baseball magazine. The magazine wrote the names of several best players in the history of the New York Yankees. Shen Qi learned and sold.

After the trial, the two sides entered the topic of academic exchanges.

Shen Qi guessed that Starry's team had encountered trouble in the application of Riemann's theorem.

Shen Qi, the prover of Riemann's theorem, will be invited to come out if there is any trouble. If the journey is smooth, the Courant Research Institute has worked out the research results, and it will be directly put into application.

Starry said sincerely: "Professor Shen, we have encountered trouble in the application research of Riemann's theorem. After repeated verification, we found that the root of the trouble is that the research on the theoretical prototype is not thorough enough, so we sincerely invite you to come here. I hope you can answer our confusion on the theoretical prototype."

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(End of this chapter)