In this number theory paper, both authors are from mit. They obtained integer points of a class of elliptic curves by decomposing the algebraic number on the subring of a class of 4 virtual domains, combined with the Dirichlet L function.

This reminded Shen Qi of the time when Toyoshi Tanyama and Shimura Goho, as well as Wiles and Taylor.

Taniyama-Shimura conjecture proposes a connection between elliptical curves and modular forms, that is, a certain connection between algebraic geometry and number theory.

Everyone knows what happened later. Wiles and Taylor proved the Taniyama-Shimura conjecture in the process of proving the Fermat's Grand Theorem.

History is always like this, and a powerful protagonist must be surrounded by a distinctive and capable deputy.

Gu Shanfeng has Yumura, and Taylor is by Wiles. Watson is the one who follows Sherlock Holmes all his life, and Wei Yixiao is the one who helps Zhang Wuji to clear the little monster.

"And the capable deputy around me is..." Shen Qi calculated with his fingers and went far... The core content of this paper is to use number theory to solve the elliptic curve problem, which is exactly the opposite of Wiles, Gu Shanfeng and others' ideas.

"It's still interesting. These two mit number theory scholars have no skills below my wife." Shen Qi's wife has faded out of the mathematics world for a while, and this powerful newcomer in the world has been emerging, and the competition is still quite fierce.

What should I pass the review for two mathematical colleagues who are not mit?

Shen Qi fell into deep thought.

This is not an ordinary journal, but the "Mathematics Annual" of one of the four major journals of mathematics.

If Shen Qi makes a decision, pass!

The two authors must be happy.

In the end, Shen Qi decided to pass the review because the two mit authors did write well.

Just this paper also inspired Shen Qi. If Wiles used the elliptic curve method to solve the number theory problem back then, Fermat's theorem was a forward operation, then the two mit authors used reverse operation in this paper.

The conclusion is actually ordinary, just proving that a type of integer point of an elliptic curve.

Shen Qi is interested in this reverse processing method.

"Please see the attachment for my review opinions. Overall, there is no problem and can be reviewed. If it is improved and added to the group theory, then this involves another problem... BSD conjecture." Shen Qi communicated with the editor-in-chief of "Mathematics Annual" in an email.

Editor-in-chief: "Qi, your ideas can be sorted into an article and published in our journal."

Shen Qi: "This cannot be regarded as a paper, it can only be regarded as a reading review at most, and the length will not exceed 2 pages."

Editor-in-chief: "Your reading reviews also have high academic value."

Shen Qi has not submitted articles to the Mathematics Annual Journal or other mathematical journals for many years. His current approach is to publish monographs.

Doing scientific research is actually a learning process. Shen Qi never gave up learning until he is old.

I have some insights during the learning process, Shen Qi wrote a reading review, and received manuscripts from famous mathematics journals.

The editor-in-chief of "Mathematics Annual" asked Shen Qi to read the reviews and was unable to refuse. Shen Qi agreed and just write it. It would take not much time to write two pages of reading reviews and it would take one hour to complete it.

After writing the reviews and sorting them into the paper format, Shen Qi didn't go through the submission system and sent it directly to the email address editor-in-chief of the Mathematics Annual.

The author of this post-reading paper is Shen Qi. This kind of article cannot be taken to fly with others, and it is exclusively for the big guys to enjoy.

The second paper that requires Shen Qi to review comes from the PRL editorial department, which is a condensed matter theory paper. The six authors have complex compositions, including UCL, Tokyo University, and Imperial College. It seems that this is a cross-border cooperation project, spanning three continents of the United States, Europe and Asia. The correspondent author comes from UCL, and his name is Li-Li, which is a strange name.

This condensed matter theory paper studies the structure, mechanical and thermodynamic properties of condensed matter, which is different from the research direction of Shen Qi and his faster project team, and is somewhat similar to Shen Qi's research field when he worked alone in his early days.

The work the faster project team is doing now is to develop new materials in a word. This is very application-oriented, and the dividends brought by the research results are also very attractive.

To build a national key laboratory, the personnel composition cannot be all labs, there must be a few scholars who are good at academic theoretical research.

"This condensed matter theory paper sent by PRL is really well written." Shen Qi quickly browsed the paper. His first feeling was that this paper only had a small number of pictures of the test results, and the rest was theoretical analysis.

This multinational project team used self-consistent field theory to study the micro-phase structural defects of condensed matter, which has certain theoretical guiding significance for photonic crystal preparation, biomedical science, and functional nanomaterials.

"More high-end." This is Shen Qi's conclusion after carefully reading the paper.

It is undeniable that researchers who do purely applications will gain more material resources.

But in terms of academic status, theoretical research scholars are more noble.

There is no harm without comparison. There are many experts in the condensed matter physics team in the international community.

Including deputy team leader Tang Yuan, no one in the faster project team can truly calm down and do academic theoretical research.

It is easy to go from frugality to extravagance, but it is difficult to go from extravagance to frugality.

After tasting the sweetness, it is difficult to turn back to theory.

In other words, Shen Qi was interested in the research direction of condensed matter physics theory, and he must not turn his center into an institution that only works on application products.

Shen Qi replied to the prl editorial department: "Passed review."

Although it was reviewed, Shen Qi still contacted prl editor-in-chief through email and made some suggestions for the paper: "The system's limited effect changes have caused a significant change in the appearance of the system, such as the transformation from a three-layer columnar phase to a symmetrical double-layer columnar phase, or the transformation from a horizontal layer phase to a vertical layer phase. The entropy of the system can play a very important role in the final morphology... Of course, this paper is already very good, and I hope my suggestions can play a certain role in their next similar project."

PRL editor-in-chief responded to the email: "Professor Shen, can we organize your suggestions into a comment article and publish them on PRL?"

"Yes." Shen Qi agreed. He reviewed two papers and wrote two reading notes, but he didn't expect that the reading notes were quite popular.

"Mathematics Annual" is published in the first quarter, and PRL is a weekly magazine, and the publication speed is fast.

The condensed matter theory essay reviewed by Shen Qi was soon reported in the latest issue of PRL.

The condensed matter physics commentary article he wrote was also published in this PRL, with only one page of paper.

System: "New Achievement! The host publishes a paper in the physics journal "Physics Review Express", and the basic reward is 50,000 points of academic master points, multiplied by the journal's if value 11.382, and the final reward is 569,100 points of academic master points. The balance is 54261,588 points of academic master points, please confirm it."
Chapter completed!