Chapter 305: This guy is really not modest

It only takes 30 or 40 minutes from Jingda to Kyoto Normal University, but Xu Qingzhou plans to stay in the hotel for the next few days to focus on the calculations of the Polignac conjecture.

Go home?

Xu Qingzhou couldn't help but think of the opening dedication written by Joseph Rotman in "Introduction to Algebraic Topology".

Dedicated to my wife Magnet and my children Ella Rose and Daniel Adam, without them, this book would have been finished two years ago.

School Beauty Song is too strict, and staying up late will get him beaten.

They have been living regularly for a few months, so sneaking a few days of staying up late is not a big problem.

While walking, Xu Qingzhou was thinking about the Polignac conjecture. He still needed to fix the upper bound of t first, and then integrate these results to get the upper bound of m.

Wang Yan's mouth twitched, this guy is really not modest.

Read! {

!.

【Since z(s) has no zeros on re(s)=0, by the finite covering theorem, we can prove 0=0, then j>=0, that is, j and m are both non-negative integers, and the sequence p>=2k+1 (k is a non-negative integer) defined by the previous j and m holds, if p=2k+1 (k is a non-negative integer) At 2 PM, Xu Qingzhou exhaled a long breath and got up to make himself a cup of coffee to refresh himself.

Still no idea.

Han Shiyi accidentally scanned the photo Song Yao clicked on and asked curiously: "What is this? The photo that Xu Qingzhou sent you, I saw it by accident."

In her view, lovers must be evenly matched, if there is too much inequality... but thinking of the scene where Xu Qingzhou helped Song Yao pull the zipper when she returned from a business trip.

Wang Yan said: "Goodbye."

That is, to prove the correctness of the Polignac conjecture.

There is: m2≥【1+o(1)】1k2(+1)m1】

Rest for 10 minutes. Yes, now I have encountered it, but I have long been unable to see the back.

Professor Lu Yangui also said that the math circle is not big, and he and Xu Qingzhou will meet sooner or later.

On this side, Xu Qingzhou sent a few messages to Song Yao, photos of the medal and certificate, reporting that he was preparing to return to the hotel, he was quite busy these days, so he didn't plan to go home at night.

30 minutes passed, Xu Qingzhou's eyes focused on the sequence.

Strong CP!

The chilly wind leaked from the window gap and blew on his face, which made Xu Qingzhou's brain clearer.

At the same time, in the hotel, Xu Qingzhou had finished eating in the restaurant, returned to his room, took out his computer and manuscript, and set up his posture.

Li Daiyue's typing hand paused, and her expressionless face also showed astonishment, "Xu Qingzhou won this year's Chern Mathematics Award?"

"."

Even Li Daiyue actually felt that these two words were quite applicable to Xu Qingzhou. Winning the Chern Mathematics Award at 19, unprecedented, and perhaps no one will come after. "So amazing!" Han Shiyi found that the CP she was shipping seemed to be getting better and better.

Doing the Polignac conjecture requires more mathematical logical reasoning, unlike the applied physics he once studied, which is impossible without funding and equipment.

After saying that, Xu Qingzhou came back to his senses, turned around, and saw a young man standing behind him.

Perhaps, dating is not black and white?

Previously, when there was a problem in making mathematical models, leading to Jingda completing the project ahead of them, he also made up his mind to defeat Xu Qingzhou.

Song Yao was in Li Daiyue's office.

This young man is very powerful.

"Hello." Xu Qingzhou shook hands with him. This person is quite strange. They clearly met for the first time, but he could feel a kind of resentment on the other party as if the other party had been rubbed on the ground by him.

To be vivid.

Just out of the lecture hall door.

"Hmm."

He subconsciously answered: "Routine operation."

【Numerical calculation shows: s>1k21+k1×1.0005>1e19801+e1200×(1+e8)>1】

No ideas, and pulled the whole process in his mind again.

Just now, the wave function collapsed, and a clear problem-solving idea appeared before his eyes.

Perhaps, one can try to solve the problem of uniform distribution of prime numbers in arithmetic progressions like Zhang Yitang and Professor Stewart!

After reporting to Song Yao, Xu Qingzhou had already arrived at the hotel and soon finished check-in.

If you really want to compare, Xu Qingzhou feels that prime numbers are as important to mathematics as the "Periodic Table of Elements" is to chemistry. Any integer greater than 1 can be decomposed into the product of prime numbers, and this product is unique.

Next, as long as a suitable k can be found so that s>1, it can be concluded that for all natural numbers k, there exist infinitely many prime pairs (p, p+2k).

Professor Stewart has already finished the arithmetic technique problem, I'm afraid... wait.

Song Yao nodded and said: "Hmm, the 15th Mathematics Annual Meeting is being held today."

Little Yao Li Daiyue started to worry about her student again. Song Yao is very smart, just hasn't grown up yet.

He habitually turned out the previous manuscript and checked all the details again.

"I still have things to do..." Xu Qingzhou felt that this guy's eyes were very wrong.

He reached out: "Jin Ling University, Wang Yan."

For also calculating the uniform distribution of prime numbers in arithmetic progressions, Xu Qingzhou had no psychological pressure. Everyone in modern times is standing on the shoulders of giants to look at the world.

He restrained his excitement and began to bury his head in calculations.

【Numerical calculation shows: s>1k21+k1×1.0005>1e19801+e1200×(1+e8)>1】

As long as a feasible integer pair h={h1, h2,..., hk} with k elements is found.

(End of chapter) ===== CHAPTER 306 =====