"Let's go back to the function constructor cos(1+Γ(x)/x+1+Γ(2n-x)/2n-x)π+isin(ρx+b)π=-1. ”

Shen Qi's report has entered the final stage: "When n=1, the set of solutions to this equation is x=1 and (2n-x)=1. ”

"When n=2, the set of solutions to this equation is x=2 and (2n-x)=2. ”

"When n∈Z and n>2 are ∀, according to Lemma 1, Wilson's theorem, we can clearly see that there is a set of odd-prime pairs of solutions to this equation!"

"What does this mean, what does it mean?"

Shen Qi was originally quite calm, but he was still inexplicably excited when he said this: "This conclusion is based on the fundamental theorem of algebra, that is to say, when n∈Z, n>2 is ∀, there is not only a set of function construction equations, but also a set of odd prime pairs, and Goldbach's conjecture 1+1 is undoubtedly true!"

"If Goldbach's conjecture that 1+1 is a false proposition, then the fundamental theorem of algebra is unreliable. If the fundamental theorems of algebra are unreliable, then ...... I can't tell what the fundamental theorems of algebra that have guided us for more than 500 years will be if they are wrong."

Therefore, Goldbach's conjecture of 1+1 must be a true proposition and be proven. Shen Qi is also terrible to think about, if the fundamental theorem of algebra is wrong, the entire mathematical community will collapse and be finished.

"It has to be a true proposition. Professor Kabrovski said.

"Professor Shen, your proof idea is very ingenious. Professor Sabasin said.

The mathematicians present unanimously agreed with Shen Qi's proof of 1+1 in Gochai, and Shen Qi's academic mission to Europe was successfully completed.

Of course, these dozens of mathematicians do not represent the entire mathematical community, and ultimately the opinion of the IMU prevails.

After the academic exchange meeting, Shen Qi was interviewed, and he said it succinctly, and then disappeared from the media's field of vision.

Not satisfied with the fact that the Fields Medal winner would flash his words, the reporters approached Professor Shen Qi's friend, the Indian mathematician Sabasin, to dig up more material.

Professor Sabasin, from the prestigious British University of Manchester, said to reporters: "Yes, Professor Shen has successfully proved the Goldbach conjecture and the other three related conjectures, you just need to know this." I once said that the Chinese key has a genius brain and the logic of the devil, and yes, he is such a man. ”

The news soon spread: "Genius, Devil, Following the Riemann conjecture, Shen Qi successfully proved Goldbach's conjecture. ”

"Who can stop Shen Qi's pace, and what will be the next conjecture to be solved?"

In an interview with our agency, Shen Qi only said one sentence: don't care too much about those conjectures, the system determines the future, and the program saves mathematics. ”

Perhaps the new program and the unification of mathematics are Shen Qi's ultimate goals. ”

We seem to be in dialogue with God, in Western mathematical civilization, God is the mathematician, he formulates the program, he completes the unification. ”

......

Shen Qi is a man, not a god, he and his girlfriend quietly left Zurich and came to Basel, the third largest city in Switzerland.

Located on the border between Switzerland, France and Germany, Basel has a history similar to that of Switzerland: some French people did not want to be French, and some Germans and Italians did the same, so they founded the Swiss Confederation.

Switzerland is a permanently neutral country, the country is rich, and the people of this country have money and time.

Euler was not poor, he spent a lot of time studying mathematics, physics, astronomy, ballistics, architecture, navigation.

There is no doubt that mathematics was his main talent and favorite for the erudite Euler, who published as many as 886 papers and academic monographs during his lifetime, 58% of which came from mathematics.

Euler was a single-minded man who loved his wife and 13 children, who was born in Basel and spent a long time in the city.

The first tourist attraction after Shen Qi and Ou Ye arrived in Basel was the Euler House.

"Ora, idol. Shen Qi was amazed in front of Ora's statue.

"Well, I love Euler's. "Ou Ye's Ou is not Ou Huang's Ou, nor is Ouyang Feng's Ou, she claims to be Ou of Ou Ler.

Shen Qi kept circling around the statue of Euler, and there were words in his mouth: "He stopped calculating, he stopped living." ”

Ouye's ten fingers clasped tightly, and she closed her eyes as if in silence: "He stopped calculating, he stopped living." ”

The line of the husband and wife is not made out of nothing, "He stopped calculating, he stopped living" is the heart-wrenching wail of his friends when Euler died.

According to the History of Number Theory, after dinner on September 18, 1783, 76-year-old Euler was drinking tea while playing with his little granddaughter when suddenly a pipe fell from his hand.

Ora said "my pipe" and bent down to pick it up, only to never get back up.

He stopped calculating, he stopped living, he stopped breathing, before Euler's will was: "I am dead." ”

"What do you like most about Euler?" asked Ouye.

"The number of his academic papers and academic monographs is 886, and it is impossible for a normal person to complete this amount of perverted updates. Shen Qi was convinced from the bottom of his heart, and even a little frustrated.

Since his sophomore year of high school, Shen Qi has been in the industry for six years, published 17 papers, an academic monograph, and a popular mathematics book for high school students.

"Ora, super hardworking genius. Qi, you have to work hard. Ou Ye saw Shen Qi's devastated appearance, and was inexplicably a little excited.

"I envy Euler, who has reached the top of academics, has a virtuous wife and filial piety, and has a full house of children and grandchildren, and he died without a problem, and he is the number one winner in the history of mathematics. Shen Qi said with great emotion that mathematicians who cultivate to the top level will eventually die, but the legend of mathematicians is immortal.

The pleasure of travel and vacation always passes quickly.

A few days later, Shen Qi returned to Princeton.

The media reported that Shen Qi proved Goldbach's conjecture, and attached the network address of Shen Qi's version of the Gochai paper.

Recently, no one has published a new "proof of Goldbach's conjecture", arVix has regained its calm, and a large number of previously published Gochai papers have been quietly taken down by the authors.

It is not easy to review Shen Qi's Gechai paper, and it is difficult to find a reviewer.

Shen Qi is a winner of the Philippine Prize, and it is obviously inappropriate for IMU to find a few ordinary mathematics professors and scholars to be Shen Qi's reviewers.

The Annals of Mathematics is Princeton's own journal in collaboration with the Division of Mathematics at the Princeton Institute for Advanced Study.

The editor-in-chief of Faltings invited a Philippine Prize winner, a Wolf Prize winner, and an Abel Prize winner from the Department of Mathematics of the Institute for Advanced Study to review Shen Qi's paper "Proof of Goldbach's Conjecture" submitted to the Annals of Mathematics.

The three old men are respected old-timers in the mathematical world, among which Abel will win Keller, who is one year older than Shen Qi's grandfather. Among mathematicians under the age of 60 in today's mathematics world, almost no one can suppress Shen Qi.