Scholar’s Advanced Technological System

As the controversy surrounding the quasi-GFB Riemann’s Conjecture finally settled, the editorial board of the Annuals of Mathematics sent a message to Lu Zhou in the shortest time after receiving a submission from Lu Zhou about the “superelliptic curve analysis” thesis. mail.

In the e-mail, the editorial department of the annuals of mathematics first indicated to him that thesis he had previously submitted had successfully passed the “peer review” process, while the “mathematics annual” will be “precise” before the end of this month. The GFB Riemann’s Conjecture certificate is published separately for a special issue of thesis, which is more than 30 pages long, and the unique mathematics tool used in the “Super Ellipse Analysis”.

Generally speaking, only the major mathematics propositions can achieve the breakthrough results, it is possible to make one of the four top publications of the “mathematics annual”, a special issue for its publication of thesis.

The proposition of the quasi-GFB Riemann’s Conjecture in the analysis of the field of mathematical theory is undoubtedly worthy of this honor.

At the same time, considering the study of GFB Riemann’s Conjecture by hyperelliptic curve analysis may be instructive, and if you don’t master the mathematics tool, you may not understand some of the processes in thesis, so edit the annuals of mathematics. The ministry made a decision to put the two thesis together in the same special issue.

Lu Zhou is not particularly concerned about the arrangement of the editorial department of the annuals of mathematics, whether they intend to open the publication or merge together to produce a special issue, which has no effect on him.

Perhaps around the topic of GFB Riemann’s Conjecture, it may continue to be screened until the beginning of next year, and perhaps until the end of next year, the mathematics community will gradually popularize the ideas that he used in proving GFB Riemann’s Conjecture.

But for Lu Zhou himself, this proposition has been a past tense since it was proved by him.

What’s more, once again he had already posted the preprint on Arxiv, and now at least half of the mathematics of the mathematics community has seen the preprint he had hung on Arxiv, and what he expected was already done.

What he needs to do is to further extend the results of the quasi-GFB Riemann’s Conjecture to “true GFB Riemann’s Conjecture”…

It is worth mentioning that, in the past three days of pre-printing, it seems that people have made breakthroughs in the value of ε.

And this number has changed from the initial infinity to the finite value.

According to the data on Arxiv and the statistics of the mathematic world gossip forum of Mathoverflow, the value of ε is refreshed every day, even every hour, and strides forward in the direction of 1/2.

So far, this number has been refreshed to one of 60 million.

In almost half of the mathematics world, when they were madly involved in the “mathematics competition” for finding a larger ε, there was also a ridiculous thing.

As we all know, thesis is time-sensitive.

Whoever succeeds in a research is the first to complete, and who the research results belong to. However, due to the academic rigor of the journal, the review cycle usually takes a long time, so many people choose to hang the preprint.

However, hanging preprints can’t solve all problems once and for all. For example, if your forefoot has just made ε=0.01 research success, others have already done ε=0.1, then after the release of his research results, your research will lose. The value of the journal.

This is a good thing for the maths world, but for a PhD who needs thesis to graduate, it is a disaster.

Therefore, after hanging the research results on Arxvi, almost everyone expects to publish their own results in the first time, even at the expense of selecting some journals whose reputation is not so large and the review period is shorter.

However, unfortunately, because these thesis quoted some of the contents of the superelliptic geometry analysis proposed by Lu Zhou, Lu Zhou’s own thesis is still in the review stage, and there is no way to label it.

what?

Do you say Lu Zhou is preprinted on Arxiv?

I don’t even think about it. Most regular journals and reviewers are reluctant to reject contributors who quote “pre-reviewed” preprints in thesis. However, if the results are not directly quoted and used directly on Arxiv, there is a suspicion of being considered plagiarism.

Therefore, there is such a scene that people are not sure’t know whether to cry or laugh.

Obviously, this conclusion is correct, but everyone can’t use it.

After many people have completed thesis, they have no choice but to submit a manuscript. They have to hang their thesis in the form of a preprint. At the same time, they pay close attention to the trend of the “mathematics annual” and strive to publish the issue in Lu Zhou. The first time to contribute your own thesis.

This is probably the first time that the speed of publication of journals has been left behind by the speed of scientific research…

……

On the other side, Lu Zhou, who sent away his old friends, sat on the SUV parked at the airport gate and returned to the villa of Zhongshan International.

Although the entire mathematics community is now like a gold rush, almost all of the relevant fields of Scholar are devoted to the exploration of ε values, but Lu Zhou is not particularly interested in the value of ε.

If you can’t push ε directly to 1/2, the big result will be the same as the original Twin Prime Number Conjecture. No matter how cleverly you choose the hyperelliptic curve on the complex plane, you can only get infinitely close to 1. /2, and can’t cross the last step.

During this time, in addition to occasionally paying attention to whether anyone on Arxiv had made groundbreaking results with his hyperelliptic curve analysis, or developed any new gameplay, he relied on resources from National Quemoy University. , World collects important literature on GFB Riemann’s Conjecture.

When studying in a bottleneck, it is a big taboo to build a car behind closed doors. If you have more exposure to some novel ideas or communicate with Scholar in the same field, it is possible to spark a spark of thought.

It is for this reason that the Faltins Professor’s gift at the departure of him is precious…

When I got home, I went straight to the study and sat down. Lu Zhou couldn’t wait to take out the note and spread it on the table.

As Tao Zhexuan said, this note has recorded many interesting ideas.

Some of them have been tested by Faltins Professor himself and proved to be unworkable. Some of them are simply pure brain holes, or he feels a bit hopeful, but it is too late to try.

If this note is in the hands of others, I am afraid it is not easy to understand.

But for Lu Zhou, it is exactly what he needs most!

Looking at the notes line by line, Lu Zhou’s eyes gradually got a few excitement, but just as he turned to a corner of the page, he suddenly stunned.

Different from the fragmentation records mentioned above, on the page of this chamfer, there is a line of handwriting. Unlike the first half, this part is written in German.

Lu Zhou does not speak German, but fortunately there is Xiao AI here.

With the help of Xiao AI, he easily translated the content of this page.

Surprisingly, the content of this page is not a narrative of academic achievements, but rather an article…

diary?

[When studying thesis of Hilbert Professor, I found a very interesting guess in his work. If the non-trivial zero of the Riemann function is written as ρ=1/2+it, then t corresponds to one of the eigenvalues ​​of one Hermitian operator. If this guess is true, then the Riemann operator should be a special random Hermitian matrix. 】

[In the afternoon tea time of the Max Planck Society, I seriously discussed this issue with the Clichin Professor of the Physics Institute. We were all shocked by our own findings. 】

[Unexpectedly, pure mathematics problems like Riemann’s function actually contact the quantum mechanics! Afterwards, I exchanged this question with Edward Witten in the mail, but unfortunately did not discuss anything useful. 】

[If I had previously chosen quantum mechanics, I would like to study physics now, I am afraid it is too late…]

The index finger gently slid over the traces of the corners, and Lu Zhou, who gently put the notes down, gradually began to show a shock.

Not just Montgomery and Dyson Professor…

The Fartings Professor in Germany also noticed the projection of Riemann’s function in quantum physics, and even communicated with his other old friend, Kelly Professor, and the great scientist Edward Witten of the theoretical Physics community. this problem.

However, unfortunately, although they all realized the intricate connections, they did not succeed in unearthing the secret behind this.

What does this mean?

If the non-trivial zero of ζfunction corresponds to the energy level of a quantum mechanics system, the non-trivial zero corresponds to the energy spectrum of the quantum mechanics system, and the Hamiltonian of this system is called the Riemann operator. When GFB Riemann’s Conjecture is established… what will be the mysterious quantum mechanics system?

Conversely, if you can find an Erigerian operator that corresponds to a non-trivial zero of Riemannζfunction, or a more popular point, find out whether such a “Riemannian system” means that it can be from Physics. Angle proof GFB Riemann’s Conjecture ?

The expression of interest on Lu Zhou’s face is getting stronger and stronger.

Although he prefers to reveal the physics meaning behind GFB Riemann’s Conjecture through research on pure mathematics, it does not prevent him from being shocked by everything in front of him and the tip of the iceberg revealed from the unknown mystery. .

The two unrelated parallel lines, after spanning a century and a half, actually merged together.

In the distant 19th century, there was no quantum mechanics, but there was such a function that could echo in the distance…

At this time, the phone on the corner of the table suddenly sounded ringing, interrupting Lu Zhou’s thoughts.

Reaching out to pick up the phone, Lu Zhou pressed the button on the switch and put it to his ear.

Just when he was just preparing to say “hey” impatiently, the one on the other end of the line was first opened.

With a bit of awkwardness, the man on the other end of the phone coughed.

“…that, Lu Academician, do you remember me?”