Chapter 351
Along the way, Chen Zhou basically took a nap, checked the campus net, and the time passed.

After two o'clock in the afternoon, he finally arrived at Yanjing South Railway Station.

Chen Zhou excitedly pulled the suitcase and backpack, and headed for the gate.

After passing through the gate, Chen Zhou looked left and right, looking for the haunted figure.

After searching for a long time, Chen Zhou wondered: "Didn't you come? Didn't you tell me to come pick me up?"

Before Chen Zhou got in the car, Yang Yiyi asked Chen Zhou for the itinerary information.

Yang Yiyi told Chen Zhou that she would pick him up when he arrived at Yanjing South Railway Station.

Because she hoped that when Chen Zhou got out of the car, she would be the first person he saw.

"Shouldn't it? Yiyi never knows how to lie..."

Chen Zhou, who was thinking like this, was about to make a call to Yang Yiyi.

However, before he made a call, he saw Yang Yiyi walking out from behind a big pillar with a smile on her face.

When Chen Zhou saw the girl with a smirk, he immediately reacted.

This girl had been hiding on purpose just now...

Three steps in two, walking to Yang Yiyi's side, Chen Zhou pulled her into his arms.

After a long time, the two separated.

After leaving Yanjing South Railway Station, Chen Zhou and Yang Yiyi went to eat first and then watch a movie according to the plan in advance.

The long-lost date brought a long-lost freshness to the two.

Along the way, Yang Yiyi looked cute and bouncing around.

After this episode, Chen Zhou, who returned to Yanda University and the dormitory, devoted himself to the undergraduate stage, the final battle.

On the campus network, discussions about Jebov's conjecture and the twin prime conjecture are still going on.

But the direction of the wind gradually turned.

Various discussion posts began to discuss the identities of Chen Zhou, Tao Zhexuan, and Zhang Yitang.

After all, this is the first time in history that a mathematical guessing contest was held between three Chinese.

Also for the first time, an interesting competition that garnered a great deal of attention from the mathematical community.

Secondly, on the detailed investigation of the identities of the three of Chen Zhou.

It has turned into a competition between young Chinese mathematicians and foreign Chinese mathematicians.

In this way, the meanings represented by the respective identities of the three are artificially extended.

The most hotly debated thing is, if Chen Zhou wins, does that mean that we can also cultivate outstanding talents that are not inferior to foreign countries?

In this regard, Chen Zhou actually disagrees with such a comparison.

He felt that this was more of a joke between the three friends, and it shouldn't be colored like this.

But the wind direction of public opinion will not listen to his explanation.

Because when he asked Li Li and Shen Jing to express their views outside the campus, they were quickly drowned out.

How should I put it, everyone's focus has already been formed, and it is difficult to change it.

In other words, he was connected to the news network before and was continuously reported by the mainstream media.

It has its own unique nature, and everyone hopes that his banner will always be brilliant and beautiful.

Seeing that things had turned into this situation, Chen Zhou really wanted to talk to Zhang Zhongyuan and complain about it.

But in the end, Chen Zhou didn't go.

It's not that he didn't want to go, but Zhang Zhongyuan went out for academic exchanges.

Chen Zhou guessed, but he didn't expect that it would lead to the current trend of public opinion.

Simply, Chen Zhou decided to ignore the voting posts on the campus website.

Concentrate on doing your own thing first, as for the final result, half and half.

Chen Zhou is not sure of winning, after all, there are two big math masters on the opposite side!
Just like the rational analysis on the campus website, Chen Zhou also believes that mathematical conjecture is a problem that requires talent and inspiration the most.

It's really hard to say, someone will suddenly solve the problem one day.

In the library, Chen Zhou is looking up related literature on Jebov's conjecture.

He discovered a very interesting thing.

Although many people have studied the number of relevant documents related to Jebov's conjecture, the number of papers published every year is not many.

However, after November last year.

To be precise, it was after his lecture at MIT.

Scholars related to Jebov's conjecture seem to have been greatly inspired, and the number of published papers has increased suddenly.

Especially in the near future, it has shown a blowout outbreak.

Seeing the huge increase in the number of papers, Chen Zhou had a slightly weird expression.

Could it be because of the match between myself and Terence Tao that inspired everyone?
So everyone has researched it all at once?
Thinking of this, Chen Zhou searched on the e-Print arXiv website for papers related to the twin prime number conjecture.

Focus on the number of recently uploaded papers.

"Hey, these people are really crazy..."

Chen Zhou couldn't help but sigh with emotion.

Little did they know, because of the friendly match between him and Terence Tao, the slow-moving mathematicians were worried.

The exploration of mathematical conjectures often brings new mathematical content and induces some new conjectures.

Just like Fermat's conjecture produced the core concept "ideal number" in algebraic number theory; Poincaré's conjecture helped people better study three-dimensional space; Goldbach's conjecture promoted the development of sieve method and circle method, especially the discovery Almost prime numbers, exceptional sets, three prime number theorems for small variables, etc.

The four-color problem was solved by electronic computers, which opened up a new era of machine proof; the Riemann hypothesis not only proved the prime number theorem, but also enabled more than 1000 mathematical propositions to be proposed on the premise that the Riemann hypothesis was established.

In this sense, mathematical conjectures are not only "bright and gorgeous gems", but also "hens that can lay golden eggs".

In layman's terms, excluding those truly meaningful research results, these mathematical conjectures are enough to water countless papers.

But now, according to the point of view on Weibo, there are two golden rooster killing teams who are already competing, waving pens and paper, trying to kill two hens that have laid countless golden eggs!

That's why the current situation of rushing to publish papers appears.

Everyone is afraid that one day, Chen Zhou will stand up, or Tao Zhexuan and Zhang Yitang will stand up and claim that they have proved the Jebov conjecture, or the twin prime number conjecture.

And they believe that this day should not be too late.

After the birth of new mathematical tools and mathematical ideas, that is, the distribution deconstruction method, it will inevitably lead to the solution of some mathematical conjectures.

It's just that many people don't have enough self-confidence, they don't believe that they will be the one who will eat the chicken in the end.

After all, there is a saying in academia that there are no more than 100 people in the world who are suitable for solving important mathematical conjectures.

And these 100 people are all mathematicians with 100% talent.

Many mathematical conjectures seem simple and easy to understand, and ordinary people can understand them.

But in fact, the connotation is extremely profound, and it should not be touched easily and solved blindly.

Otherwise, it is doing useless work, basically wasting time and wasting life.

Therefore, most people know that they are not among the 100 people.

It is better to publish a few more papers as soon as possible while there is still time, and accumulate and accumulate.

 Thanks to the book friend Elf Zilu for the 100 starting coins!Thanks to book friend Jiugui Jiuxiang for tipping a total of 9500 starting coins!Thanks to Brother Feng for being the 1500 starting point coin rewarded by me!
  
 
(End of this chapter)

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